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AbILh5QOifh7q9M+WVEmU+SUd3nvD9j+z16e6voXTfZDpG9W+c4E3Zp2MSjeZSNqlY4425+7zqwxvo/6SNlVLccui3AlKhiUhIIwCfyPiPurLD63izuovMLe3y3ClhmVHcktmS0z9lpTikjHJ4IORyc8VNO6gtzqnFO2JCy5jeVTXzux0z4ua0nUvZVaIEF2TBM1aI6gl1SnkEKB6FPHI4PPwxmoiJoexNx5InieZChtjBDiQN//AEuOlT8vHyd9/wC9n/bXG58f6ev7yX/MU5eooDhy5Y0qO3blU588Yxj7XTFcfXtsLqXfqBrvUY2r9tfyMdMHd5VoMnsztMWwQpTq5i5c1xKGWwsYIJ58v+M1cJXYnpmNZ47qjc1zlhJUz7QgE/2sDb8j76peXik3bf8Ae/yv8nJ+J/8AnH+GHu6gtzynFPWJDinMbyqa+SrHTPi5qBluNuyXHGGQw0o5S0lRUEj0yeTW5N9mGmXJKWgi4oW4PxaFSU5JyOPs+8+lTlj7INFXOU7GcVdo7zRGf6SlfeA55GEccgjn/carxfV8Fv6bf77/AO2eeWefVk/tJP8AEfNdFbRq/s70zapRRAfnLAylTbzqdwIJ8WQOmPLGf34oT1hhDHdKd59VD/dXThz45zcY2aVSirK7ZobeAVOk9c5FS0PR8Z+1yJh71DbOEFS3ANyyfspGOeOateXGInaiUVaZ1gjw2WVOh8FzKuSBxgYx69aZJs6VJCgF4IzUzkmU3BKxZS24QWgAqUo+L3f+tT9nskibGlS5EhtpKUFbbSj4lY5JHuFctfVJhoQGm0OsJwB3qsOkZzkY68+6vb7KemT8BTLZwENpQcAAD18+lc+X1FsmOPSu8cZv3XDPfXR8uLWj2kHujk88AYJP3CpeTJMhUQoUoqbCCcn7JCQP7gKr8VyKysC4CSs7uQ2QAPv5qYjpQ8t5yKpSUEeDI8s8YP8AvrG8nj3Z0rOWyJ+3B2TY7syss7WFJfKlqx5+X76iLipJgLZCFuoWBg4J2kEcY9Onzp/piRFZ1QuK/JIafaKUuuggBzblO4f6WR6c+lVKQt5gvtpdGUuKG1Byknzx8qnHeXo5OS3GVKTX348WEzIYfQpsbkFzkYySB8OnFEadImthpoIYMf8AGJ2HGfLnPX4emajV3BcqOWXCkKwFc+I5+PlTiBIS2e6BLiFHJ28A1neO63rtnLaf9w6tDSlONlZxwefdj4+6pJlC4TfdSVKbY7w+EJypRSB1Geg3cfE1EJW06vcl5DYTyeeScDgiiM8hTKQ4naoDbk5xuB68+6s8pdEuvTXtNakTZtJTGo8VxT+1Kwong85SD6EgcfEUlMsjt53XmVcGsJ/GBpSCklCcDZx0GAfL385rNrbdli4tpXhmOlYDxCSoFOemM89PWtdtMGJbmQ5DmvPKfCVpZCtyUpJBSDnoM+YPUVz5W4Y6rt4spyzVUxq4XW2QG5WVtplulAS61sCVAY3DoTwSM45qVf1WmO2skJVL7ktiQkbRng5HrzjrxwKb6zkOpdeF5Dsh1DgdaCMFKM4ykDIA8vLqffzQdRy9z6C04FJGEbc4IJ8segrDHCc9ljDkuWPUouNwccLgOVKCvtqxkpOMY9D7/jUbb7jvdeS4kOhYxhWSQPnjHP7vKvJOCFLA8CgUlKkglWT1GPdSbsliChQQkpJXvSAcAHjr+6u2YanjpyzKy9rVHJEEPNpLakOBJT9nOfQe44qz2JqSta2EuANrAW4lSdwzgc/HHT4mqvZ+/n21zcASUjxJPKeeCePL+6rNqeMLZqGBMhyittlpve2tY5UOSng+8Z+NdPLdcEmPenZx9Y+STVf37S+xbra0tT77nehBawAOmSfQHH31eNLXiK0XLfen2wXHcoQ6nwKUD09Nv/rWRMyY12nP3FyUyxIbdSWkJQVZSOcZT5BWOuTjr0FTdunqu9yV7cwpck4IHdkAYznHIxznpx8jXjZT48pnP7tJnutLuUdi9fWEVIeW29FUO8bQFIUcqwPd5+X3+VVG6aEbdtkSaS63PYAUpGAQUpTjn++r1FalMw5S4/8AVJ8W0HeVKxjAxnHl/wACk4D8hTFwbfStpqO0gYWkqJUU7lD064FdfHlb3OturU+7NdJRe97uO44pTcU7U5Vu/GFXJA6J5xjn/C6X+QhUAPmOrewEo5HVWBjj0/d8qrumWodomSC4Xe7WpEg94kAJJJIwB/oj5++pX6wtVxhhUIqXHZYUt5bg+0ogHPPXBAGKcktnSMrJjIhZE2BFmIeU0plttCRkJ3K6EHny6Dp6mnCkyWpTX1SxFlBxI/pi07SjcrHPqT1xn3+dMH4vfQbOqfHARLbCeFdBlWVEeu3BqS0MoNWu4uLlMyILLpQlITwNgA3A548NUnB427Z4Sy9slvyXm5Uhby1OHeSrcvJP3/dVfdT3ikpbSENhAyAehyPXr51ctQsNzJ0ktI2tlRUhJ8hngGoSPF2KBdCQrIwOCDXtyajC6tRESCqddUxwnYAk7ycDaAOSfWpy6KkJspaU82W2ngWmg4nJT7iM56CrDabYluI7cEtIcU20stsj8tSvCBjz61BPoTHLKlpR3qdylYHBXnJ9xA6fOuXKeWcn4aTDWO1dvDbD8xKGVL7kJASF9Uk+R+FJbYqPBz4eP+Oa7lKLLpePKyrPPOTmoxaCtalcDJziuiY+MkiiYsdjXdrc6806EqY+3kHxDyOeg+dRa1oL6kkKVtztKl52j31bF32dHKW+6aQXEFoukJ7txJ8yMe+q1qCK7bJ7sZyOlp9o7V7VbkqPXcD6EEY91Zatvdjm5JPsYPOl9SkuuOAYzyMAVYLAQu2zFBwJU033jRCsHKR61XW5LWH+/SXFqGAQAKkbK3u7tDasFxKxtB5+XpW048fSk1p5cLv7XMYnNd41LUElw54Cx5p9BgA48j7qVkBhxDbrLpcU6lJXuJJChnNRzncrQpJ3JcRwPXAPSvEubgAFbQk5waiY+E6RbYdkpCFb8BwH7Pr76UjPhTbiUFOM5Cfu8s0kygPupTuCNxwVKPHTr/hT9qA0xMUFvAsqSVbj0x6fwrLK4+lblI4ikGSstqKQeR5jIpVham5yHHVqKt27CTwOabIlITuQkkBKj9460otBbVhtSyXk4GeMAnqD59CKpnFsbbejmQXg7vaKSwtSihfkAM8ZPPn/AAp9b7tKiNLZZedbCyAQlZAx6HmmdnhCU4IwJTJLiUpUTkEHgj3VN6nsMy2hp1+H7C2ctpy6FlxaDgqx5Dn/ABrO3H/TV/iyuPnPRsJS3Qph1e5QUfCtWfmf/WnMt6JMKWwW25YUEqcWAMJSnAAGfcD5e/NM2XVMw0uvMhaULIztAykc8mk3H4T02KvvUOR1kBSWxhSTyDzWXjN9K47nX5D8tgOojstr7ogha9u4nGTnPl0wPvqJkeyZQUoeUhKgcL8xg46VJy4fcOoQlCllCCroevT/AI+NJMOMxkO94wlW9KkglJ4UfQnn7/nVtXHuM88fG7T+jA6/ary40VBshKiVdRgHP3YOPlXam5Nzt73szZccQltZAJ3bcc4AHPBH3VK9jcRyc1eW1pygM7CgjgDJAyfXJ/fUrY9Prk3ydEtP4l5ja67uJwpKsdB6cCujqY+GXW3fxce+OT8qDpyN31xZYzsy73a+ClQTnrz/AAPrWjOzZEGY1FiNyGNjWAoq+3+UVH3c9PfXMqXONyalPwzJdZJbLxaKiE59fv45rm03lLc5l+5svKYSdq1OFSlBGCDgnqOR61z36S+flbLNLY4zGNTsxhpsrk1Cv6RsLr25RV3gSSc+pORj7qg7VfXJL0+FJ3hgpCwceZUVAY+Pn1pZaLX7GzIspdkw3llsltzCU5yDxxzjJIptbkx3ZMkObWnFeEgjoArI/wDtNYcW5LL7jqw0a6nb71h2YllLcpCUbI6QThKM4X6kZJ8vKjREaD9V3CIvaQlLhbU6rORgqHwxzioTUt6Q3qSOISw42Gw11wdnBIP31aWXIj8Iygj+jn8YSjz55HPlyR0q2WN3KtdZXr7K6wzGiajaWoFcVpOSgnITuAAVj3ZA+fpTKW59Wt36A2kGG5JTJZUMeIqSCR9xBpfULwa05OkvbUvFSWkDgb+eT+r/AH1UX50m4pLshZJKkDjgBOP+PlXZxcVzsyv2Y8uUx6n3R1z3goCCouY5/wCPlTZqT7RJTHwMoGVH/ROeamYEJy5zHVMHKudpHQDrn5VEaUiLf1KhnugvDxB94TyQflXVcpuxjMbraTQZr7SIzIWGwCsJ6Jz6n4U2atfezDyHCkEbx9kAdKv0K2cOx1DuZctRSVDo23549M5xRqliBpTTbUeKkOTHUqWpZOcAD/GuX5dy3Fv8cnthFyX3lw2BIKUZUfPmkhFQoZL6cnk806faLDCnlf1j68D512YKE+Fe0KHBGfOtLmpMUpp1cFYEeY7HYjFwO94tPjUOcgHy5B6e6mGq4zaLy8huaxOBI5QMbU8YPy4qDiNLSpO5G1og7Sfd/jQHXVPHYQHuRuJqcMZvdcOXJvHWi8qGhOF7EpUrrjP7q6sijEuTLpUQkK8Rx1zxXKZJXltZC3G1E7x094py1v74KU0FISQscjHHOK6LZ1lFNydkH7S+h9SVZISs+IcZGfKvVxUN70JXuWOeOmPcauKIKpjjbqwEPOclPkOv+HzqOlaektJkOMsJPiUlRChxgZPHwrLkzxx7TlLJvSJZDTS2iVJ2p8Ryc80+eeV3P4s7VbScEZyPd8qijFeClFSFJBAIzx5/4inZblLKHdwaS2R5Y+RrK6t7Z3eeXZuUFwNOlslIABCepNTTjCPaGELSA0lKFJAPICiDjr5ZNSGlAldwQXFsqZWdpSv7Kc+f3eWKvcqTb29UR2RESqWypP4zGN4IBwR51zcnNd6dnBhLju37pLR2i4zWqEMvMpWgvF4BSeNm0+Z+75U+7craj2q1wkBiPGZc8Ljmfywn59D+6rtdYKIBt8xWEuMKZcWc+iVhQPGR5fOs77c7yXdatxWFh1r2MBLWwHJO7JHv8s1Xx8cbv306/qMpMep0p1w0y9b7pHQp8ptshGUSMZ3ccj5gj4AmqbJibJ3d+FDf5APVJwePnVnjzg83b1IecU41HdZWJGFISTnARxwMH515CZBacMhsBKQAhSwE4V8evyrOZXDv287O473iQsq0LfDj0cu924QhsJ458jx8flXtxiplSpCEwtzqASoI5OTg8DoOfLnjNW2Dpqam1yX0xUlpI5Wk+BSQAccYPizj7/dVR1Ihy3THWrf7MwlKyAlouLUoclKju8/gfj6VljyeWeoi42TdWrsUYetGrbnabgW23FRwstFxJBUFJUBkEjoDVu01d4jF5XMcWC6u3OrCE8p8ISop+OR0rHtG3dNuvIelPBag24khY8JKm1JSPmcVO6US0mM09PmMhbDy2B3i8JUFoGMKHXCvI+tdOWdt193Rw81smMXCdqdxtgRG0oKnCgHpuTkZ4/d866gPRp9tiImBl1DTjm4bSFIThWcn3jHyqk6luMaNf3TD9mdaDqU7muSQEgHBPw/vrQJ0BmIw0hB9lU+0lKnCnOFKwOnuzio4Z3u+3RLu5dqrCkP2p+8OWWY8tjepa2AvhOD5Z6nml7VqpbDz9wnpQWEE7kggLWoj7IT5/wC40yiQGELZEZZcQ8k7TgpKuSMnz8zUidKw5N8ixbi0lkOJTuKDjIwcHI45AFTlrLKXL8K4k0XC33VhcxkriyUp3SPxQUEoH9gE56ny8/Si6XxKEFq0qd7lDSW2VPFOCSME4xxnb099N9cWuPaUQmbQhDLi3iXe6WVYGDwR5VD2yQqLKCFhLu4ZbSrpnyz7ga04eLePlj6Tc/G6pbVTzhtjcZxJ71DyUnzAKsZPyqVjwYirROXHeLjjEhyOvI4yBgbfdyKjNNrMq+F6Uptzu3lSnSVYGxPkP4f76mbcyqHYENrClIfcypR9ScmtscvDWO0zWW6m9OWlMPTV1uq+UhkoQD7+D/dVR7M2ozlycfdWlBOQnccblKPJ+WauBvqXbNPskZIStiKpxxYOMFQJHHrzWe2mGRbgkHaVMqWF46ZUlP7wSKZZbmVWk14xrOopNriRlPbUrU82HN277CARtGffnyrN9QB24rJcDYGwKUlonalI9ffnAwKhZ0yZcFlDS0kAgAp54ST/AA/upxPmLjWgRUqU48/4jnrjPHGeMdfPpXJ4W3yibltEOWxqRcEAklpvadpGMqPOP416q3BSiUxztJyMpPSn825fUlpjPFsuS5e57aFctpxtBI+BVTxi420sNlTb24pGfx3nir3yp5TFQ0KDwU0PClPiT4cjn0FRz8R3vgpLfhx+Vx9+KUadU2zht5SFFOMJzg8jAPr5VIQmRLbPeKV3g6Y9a755cl28rVtM1NNFKkuFQfQRgjoodMfCpSNDePdd62ksFPB5zx0rudFDcNlwpCFqOxXGMqFTrCVM2dDyVpCEYCiR0yDUSa6qccPKX8u7a+8lTae73bUE4SrcSf3YqRZkIUkllh4hSiC2oeIqx6+n+6mjLL0KVFcbay2V5U9u4Wny4p26ptqQ+tsuIae5UnOB6Efurl+pxyuOo011szvEb2lhSIwShSQC6CoKIGc4/wBnp1pva4Sn2W2pOEtf1hSByfL5dKkUzGIkRb8UtHcpJOUYKkZwoZ6+h6VKXK/R2YwZbYBcksFaef6vbk8AdTwazwtyw79o1jjfKl9LaJZuUmU0273bzSe+K1Y7sHjaefIcil3LZHgalF1v9wUgQHkqkNIZO9/IBSUDOcHOOg9at/Z02gagt7CipyNJjlt1KgMKz4gP3j5VU/pGWxq3aqgvMJwy/FASn025GPf/AMelU+K78/s6eXx48d4xNJ1s3qa2Xtx5GQ+hxlhrJCmwlYUknkj8r/7ayTVZfdvMeSHEKJjpBWtRJBBINdacuiI6ZDbTpbGwKVxnOVIB+7GaYXt/N6UhpRWwlWAoDqTzyfnWstsYcnNc8JKmbUqYhcJEVIWW1J2pbaOCsknJ5OSQMfAVbdP2h12PIeuaVHLq87zlQWDgnp9rJBwev3VGaW+rWLMq6Nuly4RVNlxl5YCFDJzjHn0889fv2W4W+Bc7U+7HixlzW2jILZKk7ypGArHyrisuW8Z0vwcW8d2siZev0CHHSy8QiUsbEIT43AhWASnGAeo65OfOoPWFpn4bkSAlt2QtxRbScKQQTuBT1SBxjyq6stTbfBdXco7nsyG+8Cwg7Wh4ufcRkceYIrMLnfJkCcz3210LbS4Cgbduc8AnkcCqcXHlb17YcuHWiE6MtgMKYaQ82VeME444PJ8uopsJZe71D4SkEgltvlKPXHPXpXaXlT3HO53NsgBedo48PO449R6+depXEVJCe+KkkBXhTnpnj7+MfHy5rqkuM1ZuqYbnUh5Bt0ma7HEdDiErylCjySfPp8furUpkV5pqc26uU6hl5C1FRIKQMdCevQc030CpuRbnpCW2nmI+SlteAtJ8OMH44z8fnN9pzza9GPR4bsdy4LUkOIdd8QbPJyQPyRjxeePurn4ua/JcL09Lj48ccd5XtXu7dtqUMhH49tooaQonkkkjrj/jPFOIM9FygCcFJSrO5LqkBCUlKj5c8ZrPNaaglRY+m3G3u+fLJcccWd6ir7Off1Vg1KtxUI0nFtD0oIWqTu2gHDhOSEnzyP8AdXoZ8Pfl+2lJNpnVatsKDI7xDi3nFqK0/ZCQkBPPnxUBaGS7cXlOZwhCce87c1NSnmb3p+2tW8FTcId0pShtCicKPy4B99HsKkMKSyra5gblIPU45Of+PKt+KePHJFctXI1te5cxDDIDan0rDih1UkeX7qnJryIbTe/u0oZKvB59PT1qNYhmY0HmUKC0fkj1HWvb0hTT06PIbC3WlbilSsZz0x68DNZZTWXk1k60kuzzulNXKVMOFTXVpzgYwlBOB+6qm5dgJ95bS2rukju20DywUjAHvOakIrmLWn2dJ71O7cg8eI9f4fxqu2tDm5+THJ7wrLaiRkdRg491Rr208upCtuuDtuAbKHAXgWio7cIyeeDxjyxT2Y9EZnB+4tuuRXm8JLZCCkcZ46+nwzTK4zUqksszy4tZQMobQEqA6jHxJHzplrZh2JeGUKVteRGSpefI5IKD5HBHWsrx7u2eM9uBPe1DqRqO5kxVrKGkJydgP2RjHIFaOLRp9gBpZbUpvwE94Bkjj1rLdNrlRL8y9KQ6gIyopPBxt/hT+TMubkl1bcZakKWVJIPBBPwrXLD/AOVsLO/JXoNuchttNz0933uEbFHByTwfdV8sekHDBmLQSJTKN6UgbuSeM/Gs3lXCSpoPK7x1ScHcs7unrmtmsevLdG080t9QaW9GWjxeSgNwBHz/AHV0zyuPTj4rjbuoO0ITPbfgy2gXSkKzj044+QpZspi6cnRXWErGErTvVjBQrI/dn5VTNP6q23sL/GONpcKipXXYT0x8DV81UltyK00ysgyB4FDnqODx7/41tljubJlotYmN8FttwlTZ8TazzwR/6VGbZT2oHoD7LqWkDLawnwnJKufXqab2OZIcs0eG9libHTuODwQCevp0Ax767vt+daW07GbQVkJWFnJx8Me7isM7NGWfT2+lqJbypDOUKyACT4s4xVcTMkuoZSylW5slKnMeFKc525+/3dasj6W5DC4jq8E5caB646/wP7qrkh56I73LakqhrP2MA44Ocffk1ly4WTePtjnNxdex24SrZqOJGUoLbcUt1AUrB3begPz/AHVe/pGwBKsunJEfcpba3kF0oJwCARnAwOaxbTM55Orre+0U+ztuAFTh6+4Y4zjyrS+0O9yL3plAkfjExH3NoAwrP2fP7vnWcmdwv5Ww5N8NxvtkaW3GHFLyMlJbHlx06dR605iJdXPW+HmkIIUogg5UeeAD6cU1KFuTQ0UEDGQT+Tgg4+VPUQkqUZIK1ulR2oAHg6gj4VnyYXHHd+7HLCyJNhxt7Ts1uQtluSXEPDnbgZOfIk8YPy+FbP2ZXe63RDsq6OF1mNECe8SgJJSlB6D15rEZbRQoNBhvu3kgFZVxnOfLp8K0GwaiVG0LPtLEhmDcmhhp3cSV718gA9PCa5ZlN7t192303NMcv1VFXbW7s2DLS2EpY7oZaWkK3DgKAB4ODj+6s4TBXPcc2ISFOKISccE8cUzuUKTDnr3uodQSSVNqyMZ5B9OauulpduOkpUp5afrK3yO9bYA2l1BUlOSeehX7sCu3WMnlh92l1y97Vp+DItrym1pWh1JKXRnjOegH/rU1YpVsS6+8/FT7RwtpCWt3ekc7dpBSE5Bz8RwcCvJMiVLmSeUBa1h4JUeq/cT5YP39aTkxXX2kk90iQgEFZ5Ks/wAOT5VhljeXqMcN3L9PotCulxtTh7hxMdJ/HKcbXnjIOAB16Y/jUhbZLl2tsvc5guAZSQFBRPu+AI++qs4h55plDidqk5QHN2QRn0P/ABilEOC3wHJTalBaSEBJTgZPPBH3/HFUuFuW57LlnckdeZU23zLS3OUltyNESnAbwQncrAOeckYrvUFx2w4CASFrZ78j3q3Z/u+VNNYSn7jdEOSlNqcSw0ApAHOUBXJ8zlR681GXha3ZxG4lLaUtJBHQJAA/hXq49ybdXf3av2fh53SrIc3KDj7rgSo9Qdo/8pq1R4JbjS314Q2y049ycZ2pz18uh+dVKwzGoGjLewshtx2KraoknxKV7vio/dWxqRZ5mm1yVvJaiymSyXEDKeMJJx78dPjTky1NRpxYeV3ULo5uKu3MS0Pp7pxQKzg7gcJVt/eM/Gs21ddm5l4nPxGVBtb6wsqHGRkDHxGf31o2h7emDp2/wxchOLCiGh0KAoAAj4/LjiqLrOChiOl0BEcOLJUCcFasA5Hz5rlmFufk3yusZFfnXJMZ6KywtQKWy6vcMKyo8D4YqViS1JXHY70YcX3nJ6jGSc/D99U2MoSJzkl0klKQkA/2RgD5AVK3lStrP45CWmVbgUgZT6+Ic9ea1zwlmmPkmJTkqZLaeiJbU8XhtDpClJKEg4SSOclST79pPFQ+rZbDt4ls973jzbSY5WpeEgjO7J8/Ef4/Co6yX5ceQuUO9UoJKG/+sV1J91QdycdeaWh6OVEvKKXgk5Vk5PTjGc1GHHfui59HEWQq0OIdW4HHXgsNqGSjYDgkZ5wcEdKWcvEp5xTu1tG8lW0ZAGfKoCM04t9IWDuUfCnrgeQ91T4iSUDaGScccA1tcYrLZ6Vx5ZbZCgpQWU48PQHPnn3elKMSnpEFxp104Y/HIGB8D+8pp+uOlbQDyuCPPy9BTeDb1IRI3upIcZUBs5IIwQPvxU45Y/dzy40xtKlImtlOc5PQjkY5rX5Zcl6atxaIQlKeVDyHofuxVF0zb2kRu+lx0KWVju1KScj/AIx++rc28PZJsNs71uIyg8ABQ5AHxHFZ8nNv/wAf5Z8mW/0xEXKShhtZKzscJBKep9P3gURSXrclgcd2T0OMpOFDr5cmmT7RcWN6QlG4EHnnnn+NPmFN90QpZCQCnGemP7vv86xyusfFXK6x1D+4FyTFjvsKKZLB2qAVglPkf3VD3SSXXEMNgIdSk+JIxjg/30hPkJbX/R3vxaxklP8ADNMvaEhzeB4wCk7uvH+Fa4W5a2vxd+0jpyQHd6AkBxLWcjjKgc9fXFajCfYk2Sa6TlB3OqCvLIyT+smsXsj5ROQtAwknapI6kelaDph1bLs1lQwl2KvGVZO5KcgH7snFazLHGzG/dOeWspEfOdYTce9ACQ6pCOOchQrxh5cFxby0KUzvPeADhPXk/fiq5c0yHwmYlwBtrog8DIH+FL3C9PNuzEMPFLbq8lOMgpIz+44qbZfS+Ni7TobsxaJLClNqyQMcYGOtNIUFXtqFvuKTzw4sDxA8dMHzzTPROpJb7P1csgqS2os5RkAJGTn7s12xqVCL3HelMrcgNEt8KxnqrHzNcXJ9Nh+rKe2V4sN7qy3rS6m7NLlexvPd9lLDjSChChlIAI6ZOT+6szYjToWxbCltLfVtKUKIzznafkOK2bT+v+8hyIduY3F9pSU98oq2qA6Y6DHA+AFUdjEhbYfQGi6vds2bSCCN3HHnnpWPDxc3Hua6q+eMx/8AWmLPa/aoDcqTHDUhWQCCc4yRyPKo3VFmlNstusqJSFDdtTyB/wAfxq3W99v2ZtDK+8QkAA5yaeYbcThWMehr0filw1F8f9PjGasRkrQlLTKd4AKzuIx54HPXzp+tltyGsbVFtSld0hxvcla0pztJ92c9MetXyPZWXQspjowcZUBUja73CuFhu1otiAHbc2thQIHhUrcDg4PJPlWXHwfbKrTHWMj54MDvHA4QkDO484FR0lgh8JR41KPUA9TWgG2LgvkS2VoGf61IyB8R50k1a4/1xATHdZWjvAoq2nyOcn7qtMt+m2WPSHTcAu+2q1sLQYsZSWcq5ClZVn57q0O2XCQ3ZVMsOhLjClNjCQCEqGT9/P76qF+iRbaq0OJaZQ5EdJLrScKeAIO4+Z6+vQ4qWskxtapaVABT6EygofkgjAHx4rbGS3VZy2TcrR+zmQy9eJm5KUsyWkqeByVFYKQDxwfLOf8AfVQ7c3Uu6pjRWNiIzDCdpxjJV4ir5ED7qj7PcXYV0S1GUT37RZPkTyCf4DpTTWlyfuV7ucnagR4qAMnnI5AHPUgAn7qyyx8cm8z8sartxbagLbjh1tx5Y3L2IwRg4Az58kUwvtxaYZZYaB7xweMHyHnx7yaTC/aJS5m9x595WV5SMJHJ4/jUVdmXV3lx5RPcqwpCuce4A+6rzH8srQpxbMCY6yCSNqc+Qx1PzJpGFJX7MhClnum07lKPqeg/fS0t1LVqXs8OSMfOmltaduD6VOH+jNkZycZx5VfSqUZbLBbU6Px6xu/0U/76sMeE+9HadTHkELSFAhYwcj41ByQO8JOOQBnzPuq1R9SXJMdpLctQQEgJG8cDFZ2XL006ntSJCtx8J3Jzx/uqTtfgbLj6HAFDj0PwNQ8jaPE3nBHPlzTy3y1JiNeIFAJyk+R6H50zw3NOaYTxTjUhBX+MKxnnJ4wMedC5S47iQz4STnnnj30x3pWtSkK3oSnk5/J8vupJySp4uKa8LgT0UM/Gub4LMtMPju0u+8h63rUhZK8HJ+PI4HrUR3j6muFK7sp2lI4pRlH4ll1PCFDy8iOv99OHIqCxkqURjIAJOTjz+efhVrheO6T4+F0iHkDYQkgoSc9cg17vGNiRt2kFJ9a4LnclxschIUATxnB/xpEvBSG19CAU5rq9+nRPy9ZcWHSpI2LaUFgkennVrs1xXInpDSQhSU+Mjnfnjz65B/jVSiELmblK+1lBHlkjFdOvORZkeQyfGgjHxSf8KrlxzKz9lc8Jmlby87HYRHadJbXlSs+f+6m8ZhL6A4o7cgA8eeK71U4DcUFB8CmkqT5cHn++m0FzaEJycK8/Q1GPH4TUOPCYzSSsEtiNqCOuUtTUVPeBZSnOAUEdKaxboW2XmncqStW/aQCknaQDSMpjKsNOBRVwc8ZNIKYQ00VOqy7nlI/dUevbLLPLHqrhpGchtMZxXepWXHRzg4G1JxmvLle1yZhfZaQoEDBUrhHhGTzjPnVXZcdYUwhDmcEuDaOQTjg/cKcRktymnEL3p58K+fXz/fUXLUZ+f2i+6GUkyFo79S3MclSsjORx8/41rVg0oZyVOy3FIaGeE9VVh2mXEsKT3chIcCvCgkgKxz8q37Rd0kOWqL3ikyZCwdjbYxgZ9PLHmTVJnlrUdX0mr1k41s61pywumOqO1McwhhClnJ5G7b6qwSf4dKq/ZalEi/ud80lEBbRLrw/KXz4fXdnHzqS7VG4iUR20sMy9QTwGwrPDLSDuO0nz9/n91VKzOvohw3Lc68wEkqCErJ8R4UD7/fVrjlOK5fu65lj8sn7NG1Bbbchfdoa2tK4DYG5xZ+H5I/fWb6ps7ME7Q8xb5DaQ57MhvK1JUSASoeuCOv8AGrI1KlwpCFy3FiR1S30Iz93H3c1X74UTX5MhTwTLIAG5OM+Yz5nrXNx8dt3HTycmMmqomqYziHWkoStTIaBwPySeuPkB91JWZ551pSlFKAVoaSopHCUJzgfKrVbk/wD7VicGi6klO1tW7jPX1+6mhZYSw5sYUrk4SQRgn/0/dXdJd7rguvUcIcTFegydh70DvCCepzj+Bqo62LrcsoYUpLEp5yRkLJBK+Cn7ufuNTFwjyWI6ZBW2WwrakJVkp6ZyPv8AvriWy3IYAlZLY5Sr+yfLFXykz7hN49UyeCLfCW+vb+MSGmwn35yahFz0y21R1bu7SdyQR584Pxp9qJ1LcGNECE964dyiftISOg93U1BRilLLxGdpV9+PSok0b6e3DeYqA0jehB5yM4+7++nKO6hw20pCRu8SiPWmokEJKcZA5Pw9KRlIW5FyyCdvUD0qbNxEPg8H5DZxlJ5AB6AClu6X5KQB5Co62NKbSStRyryHupwXyDgFPzq2OOorbs1juJcSU8bsY++mbLpZynGRnpnzpCO6ULzmunl7nVKxjPNQhJ26aESD3nCHDg48qlcKbnISAotqBIUkZIODVXSrnrT1c11xCAFKCkpxkHrUaiLEtZLmUYjSAClavCo/kmnTU5DexokjcSFYPn0NVZLh3cHmnPeqWpJVgY9P403sLKWsvLW4CUnI6+RP+NchO4FtPOcHp0NeLXyOcg8mvELG7KfnUaSVeSENADCTwSfOlluNvsrWgjxKyQRgpNN1qStsAkZz6UIRtSopITt60D64KS/DgOqVlaWi3jHUpJ/uIrmMpYaxnA54Bxn3ZpslW5sgKG0HIHoTXSFAdenpS0jso3KwCoeVPEEFja7+MUOM55pqVJVu2dOgPnXrKNiyFKGSPlVbNxGUmXVO4iFbVnakZGP91Od+5xDbIJdCtrgSOcY9ajlFbiuCCg4Bp3aZBjzi4C82kkgOI4I48j8KzzwZ3ilWzSSYLDzjUuEhyS2oKbdcV4GUg+LcAcHyq+2rV8WBAMO0JQ1kAOPL6rPqrr5/dWTtqcCVkZ2nqT6/xp0AhpOFAAKHlx++qzh73a6uPWE1Gi3ByPMeafkESJLZBS84M4Pu91N9KuzIk6Ul1lLUfcXG3ArPU+XwqpW+6OJwhzK/TJ4PwqwQrol0AN7kq801a3KSy+mkmNu57ixPEuzA8tzvMnJJ61GyGUuM72yCdqjlRyM+VPo0hpbIJxux5Uz2YYaaTjalO0+XkavhjqKcmW6aWOGpyMyy44EqeUVqUfLJ86RlOJQ842kbdvhPxHU1IoUWZG9JCMJwPLoOP4VFS0qdUt1fKlHJPvq+u1N9dPLqtmShS2WEtNIQkbAc5Prn3mq1NbdaUhTYO0qyU9ccVLvbtgSSdoUFHFNXnUOJVuwDmpx/SW7QF8Y+sIiXEJSX2xwQeVDzGP31V3fBH2jKVE9DVpICQklS8pBJ8skf8fvqMdZRKUvaOn9rzq2U13ES7RKikN4IA8O5VdQ2lhG1ZOV+LHoKXeYEdOAQta+g64pw23sRnOHDyc1OMRa4WkJTsbAUM0mEMAf1yR91JTpKWx3Sep8x0qJO7JyTU3I0ZA0qVZ60jXeeBVaqVSeK6BzSaSOa7zzUDvPPNdpXlJPXH7qRUeenWgD50VLbyB+4V0kkck9RxSYyo49fKlUpxwecj7qhWlEdFE9BSyVrdwBtweMU3BJ6AcCvW1BK0H3800nyOkoJC8AI8JUR7q4QSE7j065z60umWRJWVgElvAx5Zx/fTdEd1ppa1Z7vO08Z9KhNup0U7zbnnANJl7CyRwKSd5R4cnnrXgSVEc4I6+6pitzqYgPbTtJ5cPHwpw07vcDTo/HJPPpx/hUEklA8KuafpfS8ptxwlJAAO33VWrfJvpZV5YIQ4AhZO5RHn6UPD8WFEpJHXH3/AOFMJDiZAY3uq8QUQojBPQf3UlZluPuLQ5kkJ6enkaja/l3pIJdC/wAYo4AI4z+8UrGmrZUCyvg+InPn6U1dWpTxSAEYGCQODSsFg5CVrQWlHjjlNW6sXidh3t5ttXeoWVIB58j/AOlPm72XENOJ2kLbCselQT7aoTu4bXEr6pB8vhXKJTC28cDb7uR8Kp3PS11fa2ompdbRuUASrpjOefKuH5sdC20BW4rPARziqi9cm2Ufiu+G3O1WRg/H91cRZ4LY7vo4CFc8pP8Af5VPlVFluCsNq2JBTnk+dQUlxKnghs8FO7359KUZlpUyUOKI6A56moW8bkzO8ZXhOMkA9asrTiW8kDBAHPnUW3J3vuhsAoTz9/T/AH0jIluKZXuwOMcjPFM4CwkqJ8+DWmN30JBcYApc3khJyRjpSctaApXdr3J6bh0FcSZn4vHVSvDjzpIDu2gDzjk/GpyqYjnWiXsEkp65PWugjgYNJSFbHs5OcdPjSRfXng8VXQ/UD2dn803+qKPZ2fzTf6opSirBP2dn803+qKPZ2fzTf6opSigT9nZ/NN/qijuGfzTf6opSigT7hn803+qKO4Z/NN/qilKKBPuGfzTf6oo7hn803+qKUooE+4Z/NN/qijuGvzSP1RSlFAn3DP5pv9UUdwz+ab/VFKUUCfcM/mm/1RR3DP5pH6opSigT7lr80j9UUdy1+bR+qKUooOO5a/No/VFHctfm0fqiu6KDjuW/zaP1RR3LX5tH6oruigT7lr82j9UV73LX5tH6oruig47lr82j9UV53LX5tH6opSigT7hr803+qKO4a/NN/qilKKBPuGvzTf6oo7hr80j9UUpRQJ9wz+ab/VFHs7P5pv8AVFKUUBUPq2DKuVkcjQSC4XG1KbLhbDqErSVt7hyNyQRn31MUUFDFhvse3NCIlrd3cxhMZUtRSwl5SS3hZBKtm3pjjdgcCn50olOoHbihtouG3hhLm4hXf8jfj/RwM1baKDN7fpK7x7Q8whtDTKm4aXIImL2vqbJ75W8DwbwUjA67eepr2Xpa9OWqKyUNvhCZQbjG4OIEVS1gsqDgGV7E5HuzxWj0UFCY0rekauRc3pkdyOJCFKUlJS+tIihs+PONhcBJbx55z5U/7PrJc7Kia3ciktr7soUXy6tSgDvUo4AOeOcAnz8qt1FAUUUUBRRRQFFFFAUUUUBRRRQFFFFAUUUUBRRRQFFFFAUUUUBRRRQFFFFAVE6oso1BaFW9U6bBbW42tbsJ4sulKVBRSFp5SDjBx5E1LUUHznoS2SdS9qPaVYJV+v7MO3utCCWbm+FRjlXTKuRxyDnNONH62jaZ7Ye0lOqtQvs2eM4ymOiXIW4htSuSEIJOPgB0p32L/wCfvtY/65r+Kqpt0bQ5qv6QO9CVYtoIyM4IRkfvAoPpSdqWzwbbDnyJ7PsswpEZbeXC+VDKQ2E5KiRzwDxTy0XOFeLczPtcpmXDeG5t5pQUlQ+NfKulLrclau7FLfFZbkiPZHJLLLzpaSpxYdSSVbVdEtjHH8a3HsQ0jedGadukC+uRFKfuT0uOiM4paW21hJ25KRzkK8vOgyuM9cZvaD2yw13q7patsJcmCBPeSIzm0rBQArAGfLpjitJ7HNdKuPY3adR6vmtsuYW07Jd8PeFLhQk4HVSsDgdT0rK4tsm3btY7aY1vnGItUIBae7Cg8nZyg+YBGRkEHmouXq6HqS19iUK0wEW22fXAS/CbJKEusuNAAE8n7ZVzz4ucmg+ln9aaeY09MvjtzbTbIay3Jd2LJYUCElK0Y3JIJHBGeabW/tD0ncI0yREvsNbEOO3LkuFRSGmljKVKJAxkeXXpxXzrquY6xqvt3taCfZHreiUUeQcHdjPx8ZpLtCtsC2fRw0W/b4MeNJvLsJic+0gJU+gIWsBZHXxAHn0oNB0vqVy7/SbmN266zn7G/ZBIbjrdcSzu8A3BtWAOOc488+da3btXWG5XRVug3Nh6YCsJbTnxlBwvYcYXtPB2k486wLWU1609vWr5kE92/F0c640U/kqSgYI+FJ9lOkdQ6i0p2T3i1ogRYNjkSHnXlSlF19C3iFjaEYB4UMbjnNBtto7TNHXiaxDt19jvS35CojbOxaVqdSMqTgpB4Hn0rOPpLzLhZL3oK7Q7pcYcI3JMaazHlONIeQVJVhQSQDwFj76YfRqsVqn3TWk+Zb4z02FqB1UZ9bYK2Tz9lXUVM/S+hKf7KETWx47fcGH8+gOUfxUKCPc1JdGvpaJtLk+X9TSIZYRF75Xc7gwFlQRnGc8Zxmr1pK82jSWnFtXi9vuuuPy5aRIeclPJjh5YSrHiX3aUBPPT51kOrJ7UTtG7MNYA/irhPltrV/0SUtp/cTV/vUyz2TQ/sq2Q/q256bKVtt4LgZS0pSlKJOEoClK+J4GTQRXa7qRcjXHZPN03epBtlzn7VmJJUlmS3vb4UAcK6kc+8U+7DrhPkdpfalCmXCbKiw7klEZqRIW6llJW74UBRO0cDp6CsdsH/JzsC/1tJ/8Ayk1rXYR/na7Xv9Zo/wBp2g51TMno+lbpS2tXO4N22RbVPuw0Slhla0ofwSjO38lPl5VqsLWNgnXVu3RLm09KccW02EJUUOLQMrSleNqlJwcgHIxWRavTv+l3o9BJG6zPDI/0JNI9gVye0rqq7dmOpmk+2QZDs61PrTw62rJJTnzwSr71jyoJH6UtwuFtt+kHbZcZ0FTt2Qw77LIW13iFDkK2kZ6edRt31Fc7L2m620g3cJq7U/p924RAuQtTkR1LWTscJ3AHBOM8HGMU4+lwopsujlJSVkXtshIxk+E8c0+uei7jI1JrrXl7YEIOWN6DBhlxK3EoDPicWUkpBOCAAT1NBIdgmp0s9iFnu+qLs4tSnHULkzHlOLWovKCU5OVKJ4AAyfIVdLj2gaXtun1Xubd2m7Yl/wBlW93a1d27zlC0hJUlQx0UBXyzpia8rT/Yba9yhDcu70haPJS0yAEk/DKvnUrqxt2Zeu3ixoBVFDTVzSnyS42pCiR7yCflQfS41vp03a3Wz6yT9YXCJ7bFY7pzc6ztKtwG3jhJODzx0qiXntAeuWvdDNaV1JbW7HdN6no8iK6HZaQopPdko4wUqHVPPJyCKyaFeQ5r3si1QtWUeyN2t9WeN4joJ+ZeVVm1JE9i7RuwxotpbcLTq1pSMAKUlClD5qNBq47W9CllTqtRxG0Jk+yK71K2yl3zSQpIIx5noPWpvUesbBpvYLzcW2FraU+EJQpxfdp+0vagE7R5qxivk+5NoPZb20EoTlOpE7Tjp+Pq23K23JjU7lxfjvy4ty0GIkQtNqdIdLSQGyACQVEKIz1yffQfRemNSWnVFvXNsUv2qMhwtKX3a0YUAFYwoA9FA/fUvVH7EbHcNO9lun7ZeUFu4NMEuoUclGVEhJ94SQPdjFXigKKKKAooqL1Lfrfpq0OXK7uuNRELQ2S20t1RUtQSkBKAVEkkDgUGd9mei79Ye1TXF/urMVFvvTgXG7p7esBKjjcMcZBzVcmdmuqnb52qy0R4PdamimPCzJ5B+yCvjjwknz6Yq+q7XdHofuLKpk4O25SUzE/VsnMcqOBv/F+Hn1qcsGtLFf7/AHWy2uYt25WshMtlTDiO7ycDlSQD08iaDHpXZNqpjTfZ9cbG7bo2rtMNllaHnCWX29x43AehPHHCzzW2aXbvKbWHNSORTcnVFbjcTd3LQwAEJKuT0ySfMmpeigw+06I1fa9d9ot9bgwnBf2lMQcSgAjqEqc4yOMHAz6VxH7E37VoDSMK3SYz2oNP3FN0DjmUtvrKwpxvOCQCEpAOPyRx6bnRQYjdOy68TLN2j3Du4h1DqkpaYZL3gjsJIABXjqRycDHAFONQ9l1z1D2CWfST7kaNfba2ytle8qbDreR9oDOCkq5xxmtjfdSww465nY2kqVgEnAGeg5NQmi9XWXWlpXc9OSzLhJdUyVlpbeFgAkYWAfMUGZW3s61Fc+1CZqDVTNuRBn2A2ySiI+pZDigArGUjjAJz/HrTjse0ZrvRcdGnLhMtLmmYkhbzMlor9pcQVFQbx0SCeSeTgkDqCNiWtLaFLWoJSkZJJwAKruq9bWDSjducvk0sNXB4R4y0MrdStZ6DKAQPvx5+lBTuwrRl80edVG/tRkfWdxVNZ7h7vPCrOQeBgjirF2w6Ylax7N71Y7f3XtkptPc96ranclaVDJ8ulXKig+e9YdkGort2V6EscNyILxZXguQtT2EgHO7arHPOKndcdnGoZfaNJ1BYFW52JMsTlodakuqQpolJAUnCSD5ennWh601tYdFtQnNRy1xUTHe5YKWHHd6/7PgScffTiyaqs95uM23QZZ+sIQBkRXm1sutgjIUULAODnr0oMNt3ZJqyJauy2KWoCl6bmuyZpEjqFPhYCOOfCPdV67KNG33Tmvde3e8MxUQ75MEiL3T29QAW5woY4OFD99aVbbjCukcv22ZGmMBRQXI7qXEhQ6jIJGR6U6oMj1DonUU76QNk1fFaiCzQIKohUp78YSpDo3bceRcHn5U7b0Ze732i6W1RqCPAhSbJFeaeXFeLnta1jCcApG1AypXPOVY99aJebtBssBc26SW40ZJCd6z1UTgJA6kk8ADk1H2fVdpu13kWqK5IRcWGg8uPIiusK2E4CgFpGRnzFBRPpAaKv2tYmnGdPtRV+wTxMeL73d8JGABwc5yflWgathybjpK8QoSEKlyYTrLSVq2p3qQUjJ8hk1MUUGA2LsgvUXs+0WxITCRqTTFyVMaSHiW32lO7lI344JGOcdR76tmm+zh9Cdf3C9dwLnqsutlttW9LDBQpKEbsDJ8WTgY6elalUNq7U1q0jY3rxf5C41uZUlLjqWlubSo4GQkE9SBnHnQfPg7EdVp7LdPWhDkFN9gXoz1r7/wpa2hIwrHJAQnitF7QNFXy8dqGgr1a2YqrXYioyC49tWQogHanHOAnNafbprFyt8WdDX3kaS0l5peCNyFAEHB5HBHWnFB82Pdk2sX9D9oNqVHt6ZeoLsifH/pWUpR3hWoKO3gjj45py/p3Wc/VDh0LekWe96etMC23BmQrvI8pfdlYCRtOMZPJHOeMc5+iqhJel7ZIuz9zSmRGnPthp92LIcZLqRnbu2kAkZOD1HkaCC7G9TXXVeiWp2oYzce6syHokgNDCFLbWUlQ+XzBq8U1tdviWqA1Ct0duPFaGENoGAPM/Ek5JPUmnVAUUUUBXLjaHNveISraQobhnBHQ11RQYJ2NoS528drKHEpWhTrQKVDIIyrg1WI9/u2lu1LtjvNihQ5bkFtl91Ep1SEhtIyrG0cnHlkfHyq09i/+fvtY/wCua/iqqfcP+Vn0gv8AVn/kNBeb72x3ppzQDtjskWW1qiKtxMZayHUvJA8AXkJxlQGSPU1Lx+0i/SbrZ9NJtESNqx62uXGey8pRajBJIS2MHJKiBzngHPPSsot//tX0df8AQe/i3V1iMuxPpdXV2VlLcixd4yVdCkBAOPvSqgc33tukHQGk9UafgRFNXW4i3S48oqUphZznaUkdNp6jkEdKfSO16XatZa/t14hRTbdNwxLaWxuDr27ZtSckjneBkCvn61xpDHYPpx98FLEnWiXWM9Nndbcj/vJV8q0G9s29/tT7a0XhLyoIsiFOBn7Ywlsgj3ggGgutn7T9TXTV2m7M9EsrTN8tbd2SMO70tKBKkBW7BWEgkHABwelZn2Ra+unZ72VxbizbIkuyv6hXFlLW8oPJKkpPgSBjok8k9eMedaV2UacstyuNn1JH1Lbrw/Z7Gi1xWoZwUJAILjiSdwVg7cYGOaw5H/wyN/8AzaP/AAzQfVHbgp49kOq1R1oQfq57dvQVZTtOQMEYOPPnHoawPWCZSPo99lSn3GXUm7RCyltsoKU7HOFEqOTnzAHwrfu2n/M9qz/Vj3+wawnW/wD8PPZH/rSH/sO0GrWDtVkN6o1rZdXQIsJenY3t3exHVOJcYwDjxAHd4k+QyT7ufdI9qkm5X/S0G8W9iM1qeE5NgKZWSWtpJDbmepKQDuGOTjHnWR6+juye0rtqbjglf+T6F4HonuFH9wNaR2K6Z0xddF6D1LJW/IusKOGIq3JjiktOAFK0JRuwPsnjHQUDD6XP/J7SX+u2v9lVcqhSbn9Ke4SbUlLkaJYu5mrOS3vUkhLayPM5ScdcD3V79LxKV6b0ohYCkqvTYIIyCNqqR7J8aG7ddZaNVhqBdUi6W9I4T0yUpHwUof8A9dBE9kmv7bo/sRfu0CxR40iVelQ40Fl9wpefWEYJUsqIAA5x5JrXtH63cuWtL9pG8NR2rzakNvBcckNyGlpB3JSrJSQVAEZPUH4fJ1ljvq7ItHzBkw4+sCHvQFSW9pP6qh99bjpyO899LrU8hkEx2LQ2l5Q6AqS1tB9/B+VAp2u3J2d29dmmnFKPsTbpuK2/Jbg3bCfhsOPia1HtEuj+ndHXm/2+PGen26G48336SQUp8Skkgg4IHr1ArKu1mC7B+kR2aXxaT7I+VQSvyDniwD8e84+Bqu3i5XGVqTtzgyrlNfgQrQ57PGdfUptre3k7Uk4FBedE9pGtNRWZq5nRzSosqKyqG42/tS88te1ZJyooQkZPIzhJ9cUTe1G9Qb1r2xvwrc5ctO20XJh5AWGnk7EqKFJJyD4sZB+6oexa3X2f/Rf07emIyZMruER2G1nCO8WtWCr3DBPvxiqhPYfj9pfbA3MlKlyf8lCXHlJCdyiy0TgDgD0Hp60F0sHbNe35nZ+u8Wa3t23VQW0l2O8suNupXtztIwE5KeMk8k58qgu2nXMrV+ge0iFbY0VFjsjzENx9alF197v0binyCQRjnOevFVKF/wC6Po8/9rd/8dFM4oUx2Lds8V/IlNXpHeA9f/aEjn7waDbbZriTb4Oj9L2KPGfua9PIuTy5BOxppDKQkYTyVKUMZ8uvPSrx2batj650XbtQRGVMJlJVvZUrJbWlRSpOfPkHn0xXz7pyGyvt00rGur8liPdNJRmmFMvrZKyGhlO5JB52K4+FfROh9O2TS1iFq0y13VvZdWdneKcwsnxeJRJ6/voJ+iiigKKKKAooooCiiqt2o3m6ad0DebxYURXJ8FgyEokoUttSUkFQISoH7Occ9aDjTOgbLpvU14v1t9r+sbsoqlqdfK0rJVu4Hlgk4x5VHPdlOm3ZmpZS0zu+1Egt3AiSrxpKgcD+z0xx5VEWbWmpr52Q6f1JbfqgXifIZbdbWw4WQlx/uiEgLyCMg5JPQ8c1qgzjnrQUBnsm00y9pl1An7tOf+78yThvx7+f7XOBz5ACp7Uuj7TqGbGmzW3m50dtxluTGdU04G3BhaMjqkjy8uowax5/tg1Szp/tOl9xZzI0rNZjxvxDm11CnlIO8d5nOAOhHnW06Luj970hZbpLS2mRNhtSHEtghIUpAJwCScc+tBE3vs50xeNHxNMSrcEWeGUKjtMrU2WlJzhQUDnPJyfPJqqa07Oo9ksmpLvo9ieu+3COzGkfj1PLdYStAcCdxJKy2lXOck1rVZ/2t6uvmjo9muNntrE+1qmoYuRWfG0hakoSUYI5KlY6HyoKO12aafT2i6au+gLfNtaEF1VzUhDrLQZU2UhOFgYWVEDaOnJIGBVsPYlo86TTpzup/wBVJm/WAb9rVnvtu3OeuMeVaZWX9v8Ary89nembdebKxBkNLmpjSW5La1HapKlZSUqGD4D1z1FBolwtsW5WiRbJ7ftEOQyWHkLP20EYIJHqKocjsZ0m/p+32Vabn9XQJJlR2/bXD3a/LBJOAOcAccn1qYud+ucmZoyRp1cFdnu72JK321KX3ZZU6koIUACQgjkHqKuFBUoHZ/YoWsLrqVtt9y53Rkx5XeulTbjeEjbs6YwkU10Z2XaU0bdHrhYLeth9zdtC31uJa3ddiScJz0z1xx0p1pLXUDU+p9TWOHGktSLC8hl9x0J2OFW77GCT+QeoFW2gqev9A2TXjEFnUCZKm4TpeZDLxbwsjGTjrSl90LZL1qO2X6W0+i725tTTEpl0oVsIIKVY4I8R6+pq0UUFFsvZVpW0aPm6XYhvPWaW937jT7ylkOYT4kq6pPhB48xU/pzS9t0+/PkwkOrmz1pclSn3C468UjanKj5AcADgVTuzLXN41Jr3XNiuzUFMexSksxlx21JUtJUv7eVEE4SOmPOn3bdrG5aH0I/d7JHjyLgHUoQiQlSkBOCpZIBB4SlXnQWvUNit2oYAh3aOH2kuJdbIJStpxJylaFDlKgehBzVaPZhpxSdQlxExyRf2gzcJCpCu8dQPL0HHHAqc0NezqTRlkvSghK58NqQtKPspWpIKgPgcipygpy+zjTjugG9GyYrsixtDCG3HSVp8RUCFjnIJ4+VMWuyXS7T14dabnBy7QRbpSzLWpS2QEjGVEnJCRk1f6KDPWuyLS7TWmm0InBGnXFOW8e0q/FqK95z68jz8qVv3ZNpK9yr1Ilwn0OXlKBNDElbaXSlQUFFIO3dkdcevqavtFBSNT9luldTW6zxLtBcWLS2lmI828pt1tCQABvSQT0FWuz2yJZrZHt9tZDESOnY2gEnA95PJPmSeSaeUUBRRRQFFFFAUUUUBUdqS3ou2nbpbnRluXFdYV8FIKf76kaKD5y+jpPeuPZjp2yg7XYd8fZcz+SlDa3gf11JFd9oaBpHX3ZbCt15kybu7dA1c5C3yp2QlxbYIcGeEnKtqegHSm/YlZ7xZu0TtBtbER5qLDelvwnXGyEKW4oJb2k8HwpqmWRi7SW+ytu42u7i8RdTuO3R6TFcBUtT7ZC1LI58IAz5YoPbh/wAk/pCf6zjf/krq1QtSIn6k0HpS4uSU2aNphEt1phLi+9fWztQSlAJO0YI9Cc+lViYxJXpft2QiFMKp1yjqijuF5eAkrJKeORjnip0M3HRurOzjXSLTcZ9ocsTNvnIiR1LdYWG8cp6+aeuPskUEKuZfhE7IL9qtNwZmMXZVtmGYlba3EB1KmisHGfCVcnrivoXS2krQpy8yVxy42/e3JyW1LOwOtkJB25wQFpUoA8AnPkKof0jGp2qOxhq7RbbNYkRZ7MxiOts9+EbigFSRkgndnHUDr51qnZ93qtF2mRITsky2BMeSfJx4lxQ/WWaDIuxWe3e9aamteqnpKdZWm7Oym3C8pJcjnwhAGcFsf2cYwpJHrWidrliZ1PabZZZIBbnSnWcn8lRhyNqvuOD91UC7wE6i7ZtD6n05Bmw7m2p5m9Idjqb7ppCcDvCQBk5KQfyhjHStI1xdWoOpNFRnG3lGRc1HchsqSgezuoyojp4nEDn1oMu7Ab5IuOjtN2ScopulgvD9vdQv7SAI0goz7hkp/wC5TPtEbOkde9lkKBe5Mq8O3BTdzkLkFTskLU0Pxgzwk5VhPQDpXTmnrvpz6SU/6ljuC3XmM5c21hsltMkMOoGVdAdylHB/tCqHZ493k/gtbuNsuwu8XUUl25vSYrgJWp1ohSlkc8Dr5YoLJpa1wTe+39QiMJXEbdMdaUAKZ/FyPsH8noOlQlrffOmuwSQZD/fO3dxpxXeHK0+0o4V6/fVz09bbhE1120WZ+3zUyr+w4u3r9nWWngW3v+cxtH9YkcnqcVSrExOesXYtBNqubUi1XxaZYdhuIDeX0KByRgjHn5edBZtAaXc1N2xdoLRvNyhM2m9MTWmGXfxbig44rasH8nrwMdaedpzStH6p7M40K+SZV9cuqU3GUp8l19K1IBCxnhB5AT0A6edSvY23LR2rdrbrTDza5EgKircbKUuFKnBkEjBGSPnWWwY95kwtANXW2Xf67j6qcfuT0iK4CVKW3hRWRg8DHXjHwoNZ7EP88/a5/wBua/i5Vt7X2WbtBfsrzjSO9tM95PeLCR3mxLaBz694r5VUuxFLqe2LtUdcYfbakTEKZW40pKXAlbgJSSORyPnV8iyoF47Sr9bpkQOKhQYyUKfYylW4uKWUKIxxubBxQYha7l9Y/QuklLiw/AyzuSohSFJkgjBH/RUPnSd79s0V2ZabmR77dX5Gs/qtmSp1wqMZpDWVpaKeRuCgnjnA8yagtPJkwuxDtR057FN3IuCXIifZ1/jkLdSnKBjn+rB48jV67StN3W8dgOgZ9lhvSbhYmoUlcVLZ7whLQSsBPXIIGR6A0E1oqPd7vqvXWnY0i82zSyno0m3ye6dZ2I4LzTKlAFIVyOOnJFVxm5TmO1ftMteipqzHRptT8RmO6VoElKW0hSOSN+VK5HU9ean+1DVl+1p2L3iVpOzXuCrayl0OsKbfcBV+NS2kclIHVQ6gnHQ1D6HlKhduOo77EstzRamtMs90z7GtCyE9xlCUkcqABwnqcUFy+jrNs+otJQL3b3H03ZmKIFzaU8pW95JB7xaSeVHGQrqQog5xxrtfP+lYrmle0XtB1Tpa3ypOmHLWmWIzbS2w/L4WUIBGcjx5wPDvxjyrY9C6kj6v0ja7/EZcZZnNd4GnPtIOSCPfgg8+dBO0UUUBRRRQFFFFAUUUUBQSB1OKKidUaet2qLQq13pj2iAtxtxxkkgL2KCgDjyyBx50EruT/aHzr0EHoRXzL2caM0/qDte7U7RcrXGXBZdZ7hCEBHcEFWC2R9k8eVdaU1NatCds3atcbm3KEFtTJV7NHU6U5OSohI4GTyTgc0H0xRWfX/td0pY12QzpMj2W8RjLiSkM5aU2Bk5Ocg4xxjPIpwO1LTarVbpzLkp5M6I5cG2W2Sp1EdvO91afJIx8T5A0D3tE09e9R26LFsGo3bDh0+0uNMhxTrRBBQM/ZPoRVoisIjRmWGhhtpAQkegAwKrz2trL3NrVCecuDlzZMmG1DbLinWgMlfkEgZHKiOTjrWUdrva085oDT1+7P50htmbdExnXu6RkABW5pSV8hR46Dy6+ob5RVWvuubVYnGWLi3LROXGcmriNth11lhv7biwkkBI9xOegyajrn2p6at90sUJTsqR9dxzJgvRmC626kAnAxznjpjPIoL1RWMa/7SLXqHshvl201fLjaFRJKIr0huMQ/GXvHhUgkEA5xkHz+Iqat3ahZbSqy2G5P3SddnrQ1PS+iGVGSju8lQSkk7jtVwB1+dBptFUeJ2p6UlaKb1S1OX9WOPeyoSWj3pezgNBHXd7vTnpS+lO0G2amv8+zwodzZmQStEgyGAlDa0kAoKgojPOR6gEiguBUB1IH317Xz1r+3w5n0r9IMy4rL7L9sX3rbqApK8B7GQeDTrsI1Iqzye0uDdphb05p+4rVHceUSmO3ucygE+QCE4Hv99BvdFVK19oWn56J5VJchrgxEz325bZbUmOpO5LuPNJH3joQDxVb1xr2JO7Pr0/bZN3tC1W0To08QzksqUkd63yM/aGRkKAOcdKDUaAQehBrNNK63t9p0Fo0Xa6TLzcbw0luKRH/AKRMVjJUUZ4ABGST8Tk1Qvo23i26c0br253J4Q7ZEvTylKWkjYnakAbeuegA654oPoiiqW/2k2Fi1Xya8JjbllbQ7OhqZw+0hYCkq255BBzkH18ximdl7W9L3e7Wa3RnJqJN3j+0Qu+jKbQ9xnaFnwlXHQHGeM5oLxcIomwX4qnXWkvIKCtpW1YB64PkffXFpt0Sz2uLb7cyiPCitpaZaT0QkDAFY52PdotyuEntAk6tkvi12ie5sedS0lERpJV4FbDuJwPIK6damO0SZb+0Ts8vVqYYvTDy4KLhD2xilUjnc0UdcgqCQRwQDzjrQatRURo6LOhaSssW7uF25MQmW5Kyc7nQgBRz5855qXoCiiigKKKKAooooCiiigwbsX/z99rH/XNfxVVPuPOq/pBf6s/8hrXez3s/umm+0fV+pJ02E/Hvq96GWQoKawolIJPB4PPvqBldk17evHaRMTc7cE6qjmO0kpXlgZwCrjnw56edBm8FKVyPo7JWApJQ8CCM55bqxyIcy5fSY1TZoDkOKhenTEaDzRUhDaw2VbUpI5ytR+dWCJ2RX1mT2arVc7aUaSCg4AleX9ywTt448KR1881Oa/7NLndNfW3Wej721Z73HZ9mf75jvW32+eoz1wSPuHTFA1021E7LrJpvRReavGqJTb7MRQb7r8VuU6pSzyUoTz6kkcD0+eEf/D3Yc9f8rlf7FfSN97MrnL1fpXUkG/oF0tTLrEp2VH3iSHArcoJChtPjVgdAMenNVb7B557KGtLrvUZNxjXY3RiSlpRbJxjaocH7xQMpLdzvf0nNZWqPIjMldgTFbVJbUsJZUloq2gKHO5ZNRk3Sr2ie0HsT09JnJnuQlzE9+G9gUFL3AYyegVjr5VoOq+zK/wBx1fZtYWLUEO16njxhGmrEQrYkJ88JJz54wT5DkYpbUHZteblrjRF8Td4zyLAVLkKfQQ5JW4rLigE8JHoPLpQYZP8A823bmPL69a//ACaudl/z89mP/wAnt/7D1TTvYrfndL68tSrtbQvU1wbmpWELwyEulZSeOfIfOpy3dmF7i9oWldRuXC3qas1mRalsgLCnCG1grBxwNy/kKDE9GWaVdeyNh6AUuPwNce0JibgFScNt5QgHqrGTj0Bre+yXS9ztutde6juTC4se+TUGIw5wstt7vGpPlndwDzxzWb/gvl2OwWXQV4uDRdvt9euLN0hlSDEW3H3YAOMqOzA58yeoq79k7WsNN9oN20lqO/L1FbGbe3NYmOoPeNFSykIUSSckBRwSemR50FS7XGLhJ+kpplqyy1Q7kbK/7M8lKVbXNr+3IUCCM4B46elUSVd0Sfoo3YsNdzdlXkNXheTvedLm/evPOSNg+41vmoOz66XLtrsetWp0NEG3R/ZzGUlXeLBC8nPT8v8AdUK/2IofuGu46ri2mwanCXwwls95FkpVvCx5EZKvTgge+g4PZXO1JcpF+nXiIlm56d+qRHjR1JASpAKVlRWc4OOPdVFsGprh+BPX+g9TN91ftNW9xlOf+cj9EkeoHAz5gprWdFaK1fZdNqt901c3KfixvZrYtuJtSxjG1bnOXCAAnHHGeuc1G6g7LLjfF6uukmZb2r7fba3a090hYZabBTvWc8lStox6YA560GV6CcU52pdirDpyy3p5S0A9NxQ/n/ZFUy6S34/ZTqVtpZQy/rfY96KSEKUAfdlIP3Vv8fsguUaPoGbCvESPf9MNmMp4sKcZkMknjGQQcE+fmabW/sNLmgdWacvNzZcXd7mq4xpLLR/o6+NpIPU8EHHkTQNdf6GuNvt3aJrG4XOK79Y6dXFVEjsKQlJShO1WSo54SfnVHif130dv+9/tIrW0aB1bK7OrvYb7qeNcp8mCbfGdMctttNnAUpeOVrIA5Pp7yTDsdkV8bc7NFKuduI0kT3uEr/pGVg+HjjwpHXzoKx2Q6fGqrT2zWMud0Z1zeZSs9EqJc2k+4HFW/wCjdqqfMs87RupGizqDTKhFWFdVs9EH34xjPmNp86f6W7Nb7pW8avest+iNxL3I9tZ7yMpTjL28qCVeIAo5IPmR6VYNJaKdtutr7qy6OxlXW6ssxy1FSoNtobSATlXJKiAfdgDnrQXeiiigKKKKAooooCiiigK8UQlJUogADJJ8q9qh9u1yetPZDqmVGWUO+xqaSoHBG8hH/moHETtEt04RZFvt11l2mTLEJu5sspVHLhXsz9rfs3cb9u331dKz/sDaRG7GtKAYCfYg4fiSVH+NUCR2zXVWnLnrSKiOrTsC9ptvsZb8bsfgF3fnIXlQIGMY4IPWg3+isMvmu9WOdq9/09YrhARAbsf1pDU/F37FbUHqCCc5V16bvPFQLnbBqmXoPs9vkVcNiTdbqbbPbLO5DmFgBSc8p4B6etB9I0Vilh7ULvab92jW3WC4csaaYTMZeitFkOJUnIRgk88pA56k9a90v2n3Zu/6PjalMVUTU9qXcUqab2eyLSCsJBzynYAOec+eOKDaqr7utNNN6el3367gOWiIrY/KaeDiEK4G0lOeeRx15qkdneptT6+sSNSQ5cWHa35z7IiFkFSYqcpStKz/AM6FDPIKSPL1xbs/cfg/Rh1pPQpqQhq4KBiymEOsq8bIJIIznn14xxQfW9snxbpbo0+3vokQ5LaXWnUHKVpIyCKc1idk13Mce7OtH2URYMu6WhM6U82wCmO0GiUpbR9kZUkjnoB05qu6k7aL+rsf+vrWqJEv0C8fVc9Hdb21kBXiSFdAfCevHIoPoK62uBd4yWLnEYlMpUFpS6gK2qHRQ9CPUUwD+n9Nyo0Ev2+3Srk4e5aW4lDkpwYBxk5WoZT6nkVn+jtb6ic7Z7vo+/uQZMUQET4rsdktlsHb4DknP2uvu9+Kr3b0y652ydkyUSnWt8t5KdiUHuzuayoZB5PHXI4HHWg3yisX1D2kXl2+64h6dcjpY0fbxJdU+1vMx4DcpBxjakJSocYOeenFaRovULWsNFW29wyqOmfGDgCcKLSuigMjBwoEcjyoGGpO0Ow2XR9x1Ky/9b223uhmQbYtt5SFlSUkHKgMjcnIznmrBYLoze7Hb7rES4iPNjtyW0uABQStIUAQCRnB9a+StKNO/wD6Yu0l5Ul1SPrRxJZITtKt8c784zny6491aNoLWt/smquzvTM9yC/YrzYWnWUtslLkcoYzyrJ3Z2eg69OOQ36q/r3VUPRWlpl+uUeVIhxdveIipSpeFKCcgKUkdSPOsiHbNcvq2NqrbHOnJGojZkxu78fs+3+v35+3nJx0xx76uH0lP8yepv8Aqm//ABUUF40pfGNS6ct95iMyGI05lL7bcgALCT0yASOnPWpWqP2aOyI/Y1p16EwJEpuztKaZKtveLDQwnPlk4FVqXrDVFh7UNFaevL8GS3fo7ypTbLO1MdxKSod2rOSBwPFnPJ46ANdpvcZQhW+TKLTjwYaU6W28b17QThOSBk48yK+Zl9revI+iNSX72y1vfUV79hcbciYL7RISACCAOfdnnyxzoN417cr5r9jSlicYhsIspuk55xrvVEqSChpIyAOFJJPXnjFBeuzrWlu19phq+2dmWzEccW0ESkpSvKTg8JUR++rNWMfRG/zMQv8Atcj/AG62egKKKKAooooCiiigKp3bFZH9R9mGo7XEQXJL0RRaQOqlp8SQPiUgVcaKDLOxS6xPwG6Y9pkIYK2Rb07jg99vLYTj1zWAx4b8P6M2prI+0oXNOpkw+5P2i7ub8Px8Jr6xZ0Zp1m6i4tWiKmWHjICgnwpdIwXAn7IWf7QGffSjukbA7evrZy1RVXDvEvd8U9XAMBZHQrAOArGQPOgwKDEXbe3e5wX1hTsXRQYWrPVSW0An91UK2KH4Huyrkf8AKlX/AIlfWUnQ+m5V+l3p+1tLustlUd+TvWFLbKdhSecY2jFR/wCC7Rf1dCgfUMf2OE8qRHaC14acVjKk+Lg+EfKgwTV0F65657d40QFbv1XHcCU9SEJaUf3JNXPsui6N1B2VWFcSPbXdTm2OQWlAJVIaeS0pKj6p4Gc8dR6itetukLDbL/PvcG2tNXWeCmVIClEugkEggnHkPKuNO6K01pufJm2GyQYEuTw66w0EqIznA9BnyGBQZL9FXUlsR2WxrG/MYbuseY/H9kUsB1RUorBCepGCef8Aon0rOdHrSPoma9QVDeLgrKc8jxsV9RwNH6dt1/fvkGywY92fBDkptkBas9Tn1PmfPzpg92caPeaujarBCDdzUFTEoSUB4hW4ZwR588dT1oML0RBeidsXZdcHgfZZ2l0NMrPTehlW5PxwQfvrPbtAeb7EtVXReRFuGrAY/opKd4Kh7snH/dr7Fd0fYHrPAtblsZVCgY9kRlWWMDHgVncODjg9OKRu+htNXewxLJcLPFdtMRQWxEAKG2yAQCAkj1PzoMo0+QfpZXDBH/J5v+DdLduxCO2PshWs7Ue3PDJ6Z3M1qsPRmn4epDf41tbbvBaDBlBaiooCQkJOTjGAPlS+ptL2TVEdhnUFsjT22F940Hk5KFeoPUUHztGjrsupPpAMz/Cp+2uSmyr8tDiHCkj1+2B8a1v6O9skWjsX0zGmApeUwt/afJLjinEj9VQq1XfSGn7w807c7TFkONthkFScZbBBCFAfaSCAdpyMjpU4lISkJSAEgYAHlQfIOl1JT9FvtKbUoBabw5lJPI8Uep9kd52ndiKEnlWnMDB9Yy63KT2baOki5h3T8LFzUFTAlJT3xCtwzgj8oA8dSBmlmtA6YauNpnt2lpMy0spYgu715YbTnCU89OT86DBfo5RNHuaLuln1hDtz14tl0WkxpYSpwk7Uo2oPU7tyRjz+Nar9JUgdiepc4H4psf8A+qKtY0Rpkal/yhFjgfXWd3tfdDfu6bv9L39af6jsNs1LaXLZfIiJkB0pUtlZISog5GcEeYBoKJpnUjGmOwmxz1KaXLZsIkR4y14U+puPvKQOp4Tzisist0kX/tP7HL9cphlXG5sy5D5CvA2cLAQhPRKUgYx6gk5NfQUDs/0vAmxpce0tl+MwYrKnXXHQ20U7S2kKUQE4OMYxXNt7OtI2ybAmW6wQosmApaozjSSktlfCiMHnPvoPlSYoHsT7U8Ec6nTj/wCoKvumE/Vv0gZypig2m46TaXGUo43gMtg4/wDpr+VbKnsu0WLXLtosMf2GW8mQ+zvXtccTnCj4uvJqVmaO07NVbFTLPDkLtiA3DW6jcplIGAATz8/jQZv9Eb/MxC/7XI/262eorTWnrVpi1ItthhNwoKVKWllsnAJOSeSalaAooooCiiigKKKKAooqL1NeEWK0LmraLyy60w00Dje444ltCc+QKlDJ8hzQSlFVaXq+PaLrJgX9IjKajtykPMhbqFoU53fICcghZSD5YUDnrhy9rGyNQVy1S192gupUnuXAtJa/rNyCnKQnIySAOQc8igsFFQh1NbdpSHVJf2n8WptZ8Yb7wt5AIKwnkpGTweOKYwNb2h1iEJUkNyZDEZ4htl5TYD/DZCygDaVApBOOeDg8UFpoqGjajgTbiuBAcL8lKHFEhBCBsVsV4j1wobTtzg8HHFRenNdWy6WaLKlueyS1sNPORyhfHeKCU7CUjvBvITlOeSBQW2iq+dYWQPRGkynVuSkd4yG4rq9wCwg9EnBCiAQeQSM4prH1xaZz1sNvkoXEmFZLzzTzI2pZ73KSpGD4eeSOM9SCKC1UVX5OsbHGaQ47KdCVr7sARXVK3d2XANoTkZQCRxzjjNPpd9t0N1luTJCFOhBTlKiAFqCUFRx4cqIAzjJoJKioF7V1kZiOyXJhDDSEOlYZcOUKVtStOE+JBP5QyPfXSdV2dTJcTKXgOLaUjuHN6VIICtyNu4Abk8kY8Q9RQTlFVSPrq0mK4/MTMipTMehI3RHlb1tlecYR5htRx93WnzOrLK842hMwpK3HmgXGXEAKaTucBKkgDA55xkdM0E7RVbf1jbUzbbGjiRIVMkmMShhzLSu6LoKhtyMpx9xz0Bry26wtr1sblzJDTW4vE7EuEIQ26Wype5AKACMEqAAOeSBmgstFQsbVNok3U21qSv2zv1xti2HEAuITvUkKKQknb4hzyORkVD3LXDcZ+5NNQ3T9X3KNAfU4haUqS73WVpO3BI70eHqcZ6EUFyoqup1pYlJhFMt1Qmb+5xFdOShwNrB8PhKVEAg4I6ngGlnNV2ZttTiph2DaQoMrIUFLCApOE+JO4gbhkDIyeaCcoqvzNYWSIy+49LUO5W6haO6WFAt43kgjhI3Jyo+HxDmm9i1fGn3WRbJiTFnJkrYZbKVkOBLaXPtY2hW1RynOfCT0oLRRVfXrGyIluRlSXg+287HUn2R7hxtvvFpztx9g7h6jpmmDesQ9cY7UdltUd25CApS+8acbBjF8KUhaE4PHTkYIOeooLfRVGuGvEolSRbo7cqI21DeQ8VLQHEvyCySnKcEDG4EZB/fTiRrPbJZixoyXpL89+G3w8EJDSSSVnu8pP3Ec5yRzQXGimFrvEG67xBfDpQlKyClSSUqztUMgZScHChwcH0p/QFFFFAVH6gtLF7tTkGSpaEqUhxLjZAU2tCwtCxnIyFJSefSpCo7UN2ZsdofuMlp51hnbvSyAVYKgM4JGcZ+PxoIO76PVdkTHpc9JuMhlqP7QGMJbbbcDmAjd1Urqc+npUJqHRtzcmqVBebebkSZMp0qjpKR3iG090tJcSVIISc4OOOUngixo1lAVLREUxLblkpSthxKQttas7UqG7qdvUZHIJIBqEsWv1uWH6yvMF9sOwFXVttlCPDHTtChnvDuIKs9E5HlmgkoukT+KdekpbX7Su4llCMpRKWyW14OclHjWQODk9ccUyZ0C61BRHTdUkIhQYSVGL5RXS4lR8fVRJBqQma6tkWa6ytDwZYD5dfUAEDugneBzkkFaB0Gc8ZxSo1ray/GjhL5lPuLbSyNhVlOzcQd2FYDiT4STjPHBwEVo2xXe3X2XJloYTGkLkqKVNJ3tb3d6Q2tKyCk5JI2JJOCeeqjOg1MRIrbF3eQ/DjNxIzoaA2tJdS4pKwCN2/YlJ5HHxNWPUF8iWJhhyaVEyHe5aQkpBWvaVbRuIGcJOBnk8DJNQ9u1c4+7ePaLVNS3CnCI0W0pUV5abXlXi8P2zkqwAMc54oCw6QXZp0N9melxEZiSyhCmME988HckhXkQB0556U1/yDQ5YbBaZM/vI1sZdYWUs7S+hbKmv7XhO1Z9ea6Z17EXMkuqYcFlbtke4om+EZDxWACkqzzsAAx1Jzjg1JSdXQWLG7dO5lOsNSURHENpSpaVqWlA/KwoZWnlJPX40DaNpN5lu0gz2VOQJKXytMNKO9CWlNgEJI5wsknnnoAOKkZdkW5qEXWNM7kusIjSWlNBYcQhSlJ2nI2qBWvnng9OAaYnW1vQwpx6LPa7p1TMgLaH9HUlSE4WQdvPeJICSSRkjoaY3zWqmY8pUKI+wYU9iLIeltDuSFPtNrAUlfB2uhQJ/uIAePaBbXahDRPUCzBRbozimc92wlaVYI3Dco7EDPHTp1onaCTOmvPSLgna5Mcmp2R9rjS1JbSChwK3JIDfXodxyDxUnD1hClSoUURpbUmWgOttOBvf3RUUhzAWSUnGcjOARnGRT7UV+i2CKZM1qSphKFuuONN7ktoQMqUo8DoenU84BxQRSNJOtvx1N3H8SxdF3NDamM4Kw5uRkKHm6rn3DjrlnO0A3NnyFv3FxUB9+S8qN3QyO/ZLbgC8588jjj31JDWUAXhy3uxprRblexqfWhPdBzuQ8nkKJwUHIOPccUhYNUO3jUEhqOyo2tVtYnxSpsJcdC1uDP2uhCEkAhJGeaBwNPTFos6pV172VbpHfJdEcJ7xPdKbIIz1IWTu9fLHFRTPZ+2i3y4rlxUpM1l+LKUlnbvadeW6Qnk7VAuLAPPB6cUxT2hS2mbJcJtseRAmWyROfZabS46nu+6O5JC8bNriuDzx9xtMXVdslXdNujuLW8pfd7gBtC+7Du0jO4eAg5xjyznigYMaPUzd2ZqZ6drVzXcUt9x/aj9xszu8k859fKup+klyJs95m4d03MuEW4KbUxuwtnuuAdw4Pcp+GVdeMRF31Zd7ZdL7CkmE22ErNqlllRQpxDQdUy6N/Kik5SQRkBXHHMvfNYNWyNdEJiSXJ0OHIkoStsNof7lKSspyc7crTz584zigLTpN233SHMNwQ4mO7Nc2ez7d3tLgcIzuONpHHHSmq9Ax1WxEMTnECNDMGEtLYywjvEODOThZBab9OE++nP8Alali7Ox57L0ceyxnG45aSXFuPOrbSAtLhByUgYIGOpOOnE3X1ti7sw7g6pDUl11LbaCWvZ1JDqVZUORuB4yCOhPFBA33Rd2XNbMaQ3KDq5Mh5xyKgoUpxLY7paO8SSg7D0JHkQeDU/A0rKRcItwkzme/RcF3FxtDB27lx+5KASroASc4+6nFz1Uw2HY8ZLzclbS1RnnmT3Tiwz3oA5BUNvmOOCM5GKj7xqW4x7PpGYwqO2q6vNNScx1u7QthThKEpUDwU9OeDQOL1oSBdr27c3X3m3FrZc2IwAFJ8Kz8Vt4bPokcV5K0aqTdn5bk9PdPXFM9TQYPlG9n2bt39nnOOtNbfr9lFmMm6xHi83EdmrMYJKVNNu92SAVZCsYUUnkZI5IxXszWsxiVc2m7M+6mJdY1uSoLb8aXUtEnlY5/GceXTPngEEdnz6IgjfXW9tuLEhtFcUbktx3u8byQoZPkTxnrgVII0cv6xTIdnoW17ZJlKa9nI3B5Gwozv4wM84+6lJmvLTGauDgTJfEJt9xwNBBJ7kgOgeIcpOeuM4OM4qG1Lre6R3lt2q1PMhlpDzi5jSeUl8NngOAgYCiCM9Rx1oLRpOwDT9vREEhD6W20MtqDCW1bEDCdxH2lep4HuHNTlQNt1MxPuBhtQZqHkyHozm8Njuy2EkqUAsnaQtOCAftDpkVPUBRRRQFR2oLS1fLRIt0h55lp7AUtkpChgg8bgR5elSNQWtbs9ZdPrlRtoeW/HjIWsZS2XXkNbyPMJ35x7qBVVgZF4euLMuYw8+hCX0NrSEPFIIStQ2/aAPlgHABBAqGd7Pra5Zodt9uuSWY0F23BaXEBS2HAMpV4MHG0EHA6c55pedcJGm5bfttwfuSZ7jUaJHW0kLQ7hxSyS2jO0pSD0ONvvplK125GkFL1lkNtoZiPu944EONpfdLWCgjqlSemeR8qBuzoaS9cri5cJq1xJ63UymgUEONFOEbTsC0LGEHIXjKTgAYxOTNJRZ7cVFxmzpgYO7D6kKDispIJGzAI2jBSEkc88moqFrGW2uS1PiNuPOXV+BDQwpatwbSpR3YQSOE9QDkny61I2jU0m5X5dvTZ32W22GJDrrrgStoOoWQFIIzkKQUkAnqD64BaXphNysTFtu86TJSlS1OqOwh4K3eBSVJIKQFYHGfCD1FN3tEW9a3S1KnsJXLbmbG3U7UuIbDfQpOQUpTkHPIyMGoPTutJzLUiPdYz0taVXJbEkuNILqY0go2EeFKfCpA3HAODn3yL2vorKWA7G2LcluQytbu1kLQUcd5jGVBYKQcZwR16gs1oG0ohJiF2auOIDduKC6BubbKi2SQAdySo4I9xOSAaU1Xp6bP0i5a4Mx1+Wt9h0yJTgCvA8hZOQnAOEcAJxn76a3i+XONq+aw3tFut8NiSW0uISXlOrdRhRWnAAKQeFA8eecVG3zV0qXbX37Y69CULZc3kKQW1gPRnEtk4Ug5Gc4PQgnI6YCWl6AtksqW7KuAddDpeWHE5dU4pCipXhwCC2jGAOE45HFPJGkIkiFOivTJq2pk5u4OZ7v7aFIUEjwfZy2njrx1pivXMeMxOeehy3YlvSsSpLbZISpDIdV5bcYO3rncQMY5ry13m7Kmat9qCQqG0y7GjrUkpaKmdxTuSkE8jzz7jigUZ0JBYbipTLmvphndEbkKQpLBClKRsIRlITuxwR4QEnIGKcXjR0a9W2FFuk+c6piI5DcdStIL6XEBK1LBSRuO0HIwQc+RIMfF1stiyMyrlFSXGLdHuE5TTnhbbdJAKQR4j4FkjjAHU1MXfUiLZeY0FyMVJfW02HA6nO5wrCfB1wCkZJx9oYzg4BurRkNcxch2bOWpcxE5aVFvapaWO42nwfZKOCOvnmldOaSiWCYH4kuc6ExEQm2n1pUltlCiUJGEg+HcQCSTjrmoKx6ovs6Rp9DsWDtnLmB3Dyh4Wl4Tjwcf348qVOvnWtPpu8yzLYillx8H2ts7kISSrA6lXBAGOeMkUDxWg4CorMf264hlmHIgNp3tnay9tChyjyCUgH3c55qSs+mo9pmLkRZc3a4EF1lTg7txxLYb7wgAeIpSkEAhPGcZ5qI1Jq6VHsOoJlnhd79XNSUpkOLGxLrSAo7k9cZJA9SD0HNPbvd7pFlaYZZjxd9wlKZkJLpwAGHXPCdvqgHp7vPIBW4aSg3OFc4tyekymJ8hMkpcKQWVpCQnuylIIxtT1z+802c0PbXZs6Q7InL9sTIbcbU4naEPhIcSPDnHgSRzxjA44qAs2vH7dAfGoGJD4b9vcalgo3PJYld1sKEgYOFtgHz56VZ5OpvZLDLuUy3ymBGeDS0qbXgglI7weHdsAVknbxhXHFAk7oyE/L9qkzJ7z4YYZSta0ZSWXC424MJHiClE+h6YxXEnQ1ufK1e0zW1OMymXVJUjLntJBdWcpPi8KcYwBjpiuI2s25Eq2soitqE8pQy43KQ4kqU0twfZz4MNkbvUjAI5phE7QlvQ2ZLlmdbbcjxZeRISrDbzhb9OoUM48x5g8UD7/ACDgd+XhPuXeZyDvbOD7P3BIyjzR5dMjIAycvJelGJEGxxhPntJs60uR1oLe5SkoKEleUEHCSegHX4V7Y9TIvNwcZjQpQipW+2mUUK2b2nO7UCSMDJ3bcE5CTnHSq/pnWUkxERJLUu6T0Ovl1xtrxBoS3GUHCE4zhBJ6cJPmaCSn9n9qmRiz7RPY3syGXltOpBeD6+8cKspIyV+LgDB46cU8k6RhvrmrMuahcuQxLUULSNrzQQErT4epDSMg5HHAGajU65KWVLkW3Ytp9UV5tDxWpp3v0stpICMkLKtwPXaOhpzarzNm6vZZcEiNFct7riojzYTtcQ+EbwSkKwQcjPkQcCgWf0bCcgXeCmZPahXJLocYQ6na2Xf6xSMpPKsk85AJJAGa6u2ko90ceckT56VOxW4iigtjwoXvCuUfaJ6+XPQVC3fXbitPrk2uMEvSoKpsFbi+FthxCCpQ2+EjvEEDnr7qu1ubfahMolvF58J8azjk/cAP3Cgh7BZnY16ul3mtMNTJm1ray4VpKEZCVnIGFqTtCgBjwJ5OKsFFFAUUUUBSFwhRrjCehzmG5EV5JQ404nKVA+RFL1F6nublnszs1mOuS4hSEhpAyo7lhJwMjcQCTtHJxgcmgbnSlnMMxlx3Vo3pcC1yXVOpUnO0pcKt6cZOMEYyfU1zM0jZZi3lSIzqlPNNMrxJdTlLS96BwodFEnPU5Oc1WYWrpzsu4TTJgmGm2w32mVhbaQ4668g8kbs5SBtKc5AGAaUY1ZOk3GDJGxuGiNc1Pxw2Sp1UZ9DYKc4IJGcDy3YOaCyP6Vs7ynlLirC3ZHtZUh9xCku4270EKBQSCQduM5Oc5NO4NlgwbjInRWlokyGm2XFd6sgoRnYNpO0Yyeg8zVSf1pcY9phXOVDix4DymCt4uBzah5B2EBKif6zanJxkKyMYIpvC1XPukaxzJDKGGlzW4z7TK1pWh8NOF1s4OFBKkgYPUg+goLC7obT7zJadhurbKZCSlUp4gh9W538v8ogH3HpilUaOsiXQ57K6pW5SlbpLqgsq2btwKsKz3aMg5yRnqTVOi6wlJmfXSkqWzPtkBxmIl5SkNKfkKbSSCdoICk5IxnFW2XfZcS0RnpTEaPMelmMG3Hd2QCrBSEZyopTnbnjnJ4oHNz0taLpJlyJ0dxx2U02y6RIcSClte9GAFAJKVEkEYOT1puvRVhW2ptUV/YpuQ0UiW8AUvq3Ojhf5RGT76rcfX8+QxHltwYoiLi2yUtClq3pEt1TZSD0O0pyDxnpjzp1ab3Ju+tLTIStTMRxm5M+zpdUQruX22wpac7d3Cj0yN2M0FjRpazockL9kKvaG+6eQt1a0OjYEZUkkpKtoCdxGSOM11aNN2u0e1ewsuj2pCUPd7Ice3pSCEjxqPQHHw+FVoa1nMznky48FMVMmbGS4XVIwWEFYUokEAEAg+nXnpXDGqblcrna2WFMRgm6mHI8Cil1PsRfGAcEcqA9+0HocUFka0pZmmI7KIii0y2llKVPOK3ISdyUryrxgHoFZxk+tKTtNWqddPrGTGWqZ+K8aXnEjLaipB2hQGQVHnGcEjocVTYGtJMO0XBQj985AZnzni88pXeJZkuI2IJyRkJOM5CfCOaep1hdHbuuI1Dh92u5LtrKlKUFbvZPaEKUP/tIz7/dQWNrS9oaXHU1GWhUd9yQ0UvuDYtzJXjxfZJP2fs+6mz2ibA9b40J2G4uNGbdZbSZTuQhwYWkndlST6EkcD0qtaf15Ov0sQmY7DL62G3fEhfh8C+/Tnd1bcSlB9CsDrUUnVEu56bsyYzjsYx12Z11wyll132h1G5JOQVJ25BKs7iTxxQaGrS9oUZ26MtSZrZakoL7hQ6CkJJKd2NxSACrG730u9Yre/GgMOtOKRBcDscl5e9CgkpzuzuOQpQOScgnOai9Nakk3ne+qCGoRS8W1hxJVlt0oKSnOSTjPQYPHpUQNdSfZLe+YjITMjw5ieThDb76GilR/tDeCD0OFcDFBODRdh2JQqEtxARIb2OyHVpKX1bnQQpRB3KAPPQjjFPvqGB9WCAUPmOFpcyZLhc3JIIPebt+Rgefliq3Cv90uGo7ay27GZYUu4suo2FQcLDqEJVnOQcE/M0wRru6NaSj3qXEtwL8N2c2w264VqQ2gKUMbeOTjdnAyOtBZ29HWNqWiU1DW28haHEqRIdSAtKCgKwFY3bVEE9SOuaTToiwpjJjpivhlMduKEiY9w22vehOd+eFc56+WcVB3jW1xhybi63b0mBbu+LxwSSEttqRlWQlIUXD6kBJz54nnr5Li2SZLnMR47rL6GW+8dG1YWUAHCSog5XgJ6kgeooJC32O32+ZIkw2FNOvqUtYDiincrlSgknakk8kgAk9c0yi6PskVbC2IjiFsqcUlXtDpJ3r3qCsq8SSolW1WRk9KgIGvXpT9ubchBlEiQuMt0pWpAUmStnBIGWyrZlO8YJO3ORTTVNyuxnX9pqZsbhzLZ7M2hamiCt1G4KUk8pVkggg8HpQXOTp20yU3FL0JB+sHEOySCUla0BISrIOQRtTgjBBAPWuolht8S4NTWW3RKaYMdK1SHF+Aq3HIKiCSedxyffVYb1lclqRCTbWXbpvmpKW3QGlezqQMBSinG7vE9c4weDiry2orbSojBIBxnOKCDf0jZX4r0ZyIruXU92UpfcTtTu37UEK8CdwBwnA4HpU6hIQhKRnCRgZJJ+Z617RQFFFFAUUUUBSE2HGnxyxOjsyWCQotvIC0kg5BweOCAfupeoHXNzk2fTUidDdaZdacaG95O5ASpxKTkZHkT50DyTYbRKTtk2uA8O6DGHI6FfiwchHI+znnHSumrJamVMlq2wkFlanGylhI2KV9pQ44J8z51SGtX3QyZkZx2KmOwZnc3It/i3y0lkoTjOM5ccBwee6OPPDWNqm4xHrvJlPBlx2bBSqPJVhMJt1hkqUfRIUVJzjG45PnQaHHs9sjxFxY9uhtRlqC1MoZSlBUDkEgDGcgHPur1y0253uu8gRF908ZLe5lJ2OkklwccKOTz15qgXvV12t/tChcLX/RraJyglG9LhD5RwokYCk48up4yOqVyurjUu5iTOafCNSwWkMPnPdtrDGCnkEfaJHlkE880F8b03Y2y+W7Pbk9+kod2xkDvEk5IVxyCecGl3bPbXoTMN23w3IjKgtplTKShCh0KU4wCPUVl9y1Wi9xXGpUiE6yxKtshh5KQghRnlCgAVEjCUAHODyc8Gu+0xqM5rR9KPYEzDp6SQ46sIcbUHG9q0HGd4GdvT40GijTViCCgWW2hCkoQU+yowUoO5A6dEnkDyPSlmrJambgZ7VshInEkmQlhIcJPU7sZ5wM1nD2rXLZIuTjT0WMHprDTrsohLiN0ELSFhSgndvSlPOOM+dPNXhp6BoFV3Vb5kxyckrVJWgtrzFeKhuAwUbtvIGDhNBd1aesqlFSrRbyorccJMZHK3BhaunVQ4J8x1r1nT1mYQhDNpt7aELS6lKIyAAtKdqVDjqBwD5Dis/0pqS4tIg2ltyOyG2wtDk5ZAk/0pxtaWeCVJSlA2eeFoz70la+u8aO893sKaS1di0yhohW6K8EIPCiTlJJIA8uKDR27FaG20Nt2uCltC1OJSmOgAKUcqIGOpPJPmaBY7SJPtAtkH2jv/ae97hO7vcbe8zjO7HG7risvmrjzdLdqns8mNNCkh1LjISUqV7G2QoAZ53DOfUetT0TVNyF3+r3ZUNUH2nuhcw3hAHs3ebD4sbt3nnpx1oLym3Qk52w44yHEnDY6LO5Y6flHk+p60yVpmwqTHSqy2wpjpShkGKjDSUnckJ44APIA6GqJG1nf5MW4TEiK25Cske6Lt5YKnFrWh/KQdwIGW21dCcEjzFIQNRiBfbmbfNt7rVwuLKXpu5KWkZhhQUSMgblIAyfh1oNPi26DDfffiQ4zDz6tzrjbSUqcPqogcn40kqy2tUaRHVbYZYkDDzZYTtcGc4UMYPJPX1qtacvF3uOqpUGRNt/cxIkV95llsq3KdQ5u2rJBCQpKSCR0OPMEQzOqdQDUP1Q+W94kOwVPIj8B4rDjJxnp7PuUr0IoL21YbQ0Gw1a4KA24p1ATHQNq1DBUOOCR1Ncq07ZFRI8VVntxjRwoMtGMjY0FDCgkYwM+eOtZjedXC8sSIsqRDejsyIkhl4JCClabh3ZABUSMJAznBznyIq4dn8yA2btCakR0uruswtMpUMkJWCrA924Z+NA5jaHtDN3XcFR2VvqdW5v7lIWpKkFHdKV+U2EnAT0GB6VNfU1r+rDbvq6H9XnrF7hPdHnP2cY6gGn9FBGx7DaIz6Xo9rgNPJJKVojoSoEqKiQQPUk/E5rqbZbXOeW9NtsKQ6sJClusJWpQSdyQSR5HkehqQooI1Vgs60lKrVAUkvGQQY6CO9PVfT7R9etSVFFAUUUUBRRRQFFFFAUwvlrZvNtXCkrdQ0tSFEtEBWUqCh1B8wKf0UHIQkJCcAgeor0pSc5AOevFVDXPaTpXRASnUF1bZkrGURWwXHlf9xOSB7zgVX7P256IuFxbgyJsq1yHMd39ZRlMJXn0UeB95FBp5Qk9Up9OlBQk9Uj5UIWlxCVtqCkKGQoHIIr2g57tH9hPyr0oSTkpBPrivaKBhcrVHnvRXnSpDsZwuNqRjqUlJyCCDwT5ZpaBAjQITESK0lEdhIQ2nrgffTmig82p44HHTjpQEJHRI+Ve0UHgQkA4SBn0FG1OMbRj0xXtFB5tGc4GfXFebEYxtTg+6uqKDwJAJIAyfOvcDOcCiig57tH9hPyr0JSDwkD7q9ooCiiigKKKKAooooCiiigKKKKAooooCqz2lalGj9CXm+7QtcNgqbSropw+FAPu3EVZqovbhp+Tqfsq1Da4KC5KcYDjSB1WptQWEj3nbig+GtI3Wfdtfi8XFaJ85S1SHVSl4Cj1Jz5e4Vu3bBEVfNCS1yGrelLaQ/DdQrKtqRkknHGRxWAaf0re1pNyEN5mKyN5cWnbuGcYA6nkivpBfZjdNY9nEhq4vMwJq20qhNAEJ3A9XPPnp7qp91vs6+hvrmZdLfcdKXJ5T3sCBIhrWclLROFI+AJBH+livpRxaW21LcIShIKiT5AV8yfRU7OL9pXWeoZ9/hLihmMIbZJBS6VKCiUkdQAgfOvpiWz7RFeZ3be8QpGcZxkYq8VcRZsaWhSo7yFhPXyxSrjzba0IWsJUvISD54GT+6oBGn3EFkF9Lg70KcUQQdgSAU8kk5wPOnlxtLk51ZclnusHYjZ9klOOueR149/WgkX5DTDC3XVgNoSVk9eB1ND8lliOp95xKGUjJWTwKg3dN94Me0oTlC0Kwz/AGt3TngDf093Wna7MFQzGS/3bRfLxCUDp1CQDkdcHpQSCJLK3XGkrBWgBSh7j0P7qV3p/tDrjrUENPZDYXKKijYknZypCQQUnnzBHyr1rT4EguOvpWkud4U93jnCxnr18Y5x+TQTfeI48aeeBz1rqoGJp8xjGAeaUhpzvSksnxHAA/K4PGfj5cVPUBRRRQFFFFAUUUUBRRRQFFFFAUUUUBRRRQFFFFAUUUUBRRRQYR2lNNovlzShCUp2LOAMDO0VoKFK9jzk5wk9fhRRVF6t1vAENrA8qcUUVeKCiiigKKKKAooooCiiigKKKKAooooCiiigKKKKAooooCiiigKKKKAooooCiiig/9k="
          },
          {
            "timing": 3613,
            "timestamp": 1340256444056,
            "data": 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"
          },
          {
            "timing": 4215,
            "timestamp": 1340257046181,
            "data": 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"
          },
          {
            "timing": 4817,
            "timestamp": 1340257648306,
            "data": 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"
          }
        ]
      }
    },
    "final-screenshot": {
      "id": "final-screenshot",
      "title": "Final Screenshot",
      "description": "The last screenshot captured of the pageload.",
      "score": 1,
      "scoreDisplayMode": "informative",
      "details": {
        "type": "screenshot",
        "timing": 7999,
        "timestamp": 1340260830678,
        "data": 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"
      }
    },
    "total-blocking-time": {
      "id": "total-blocking-time",
      "title": "Total Blocking Time",
      "description": "Sum of all time periods between FCP and Time to Interactive, when task length exceeded 50ms, expressed in milliseconds. [Learn more about the Total Blocking Time metric](https://developer.chrome.com/docs/lighthouse/performance/lighthouse-total-blocking-time/).",
      "score": 0,
      "scoreDisplayMode": "numeric",
      "numericValue": 9628.500000000011,
      "numericUnit": "millisecond",
      "displayValue": "9,630 ms",
      "scoringOptions": {
        "p10": 200,
        "median": 600
      }
    },
    "max-potential-fid": {
      "id": "max-potential-fid",
      "title": "Max Potential First Input Delay",
      "description": "The maximum potential First Input Delay that your users could experience is the duration of the longest task. [Learn more about the Maximum Potential First Input Delay metric](https://developer.chrome.com/docs/lighthouse/performance/lighthouse-max-potential-fid/).",
      "score": 0,
      "scoreDisplayMode": "numeric",
      "numericValue": 1162,
      "numericUnit": "millisecond",
      "displayValue": "1,160 ms"
    },
    "cumulative-layout-shift": {
      "id": "cumulative-layout-shift",
      "title": "Cumulative Layout Shift",
      "description": "Cumulative Layout Shift measures the movement of visible elements within the viewport. [Learn more about the Cumulative Layout Shift metric](https://web.dev/articles/cls).",
      "score": 0.99,
      "scoreDisplayMode": "numeric",
      "numericValue": 0.051223,
      "numericUnit": "unitless",
      "displayValue": "0.051",
      "scoringOptions": {
        "p10": 0.1,
        "median": 0.25
      },
      "details": {
        "type": "debugdata",
        "items": [
          {
            "cumulativeLayoutShiftMainFrame": 0.051223,
            "newEngineResult": {
              "cumulativeLayoutShift": 0.051223,
              "cumulativeLayoutShiftMainFrame": 0.051223
            },
            "newEngineResultDiffered": false
          }
        ]
      }
    },
    "errors-in-console": {
      "id": "errors-in-console",
      "title": "No browser errors logged to the console",
      "description": "Errors logged to the console indicate unresolved problems. They can come from network request failures and other browser concerns. [Learn more about this errors in console diagnostic audit](https://developer.chrome.com/docs/lighthouse/best-practices/errors-in-console/)",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "sourceLocation",
            "valueType": "source-location",
            "label": "Source"
          },
          {
            "key": "description",
            "valueType": "code",
            "label": "Description"
          }
        ],
        "items": []
      }
    },
    "server-response-time": {
      "id": "server-response-time",
      "title": "Initial server response time was short",
      "description": "Keep the server response time for the main document short because all other requests depend on it. [Learn more about the Time to First Byte metric](https://developer.chrome.com/docs/lighthouse/performance/time-to-first-byte/).",
      "score": 1,
      "scoreDisplayMode": "metricSavings",
      "numericValue": 54,
      "numericUnit": "millisecond",
      "displayValue": "Root document took 50 ms",
      "metricSavings": {
        "FCP": 0,
        "LCP": 0
      },
      "details": {
        "type": "opportunity",
        "headings": [
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
          },
          {
            "key": "responseTime",
            "valueType": "timespanMs",
            "label": "Time Spent"
          }
        ],
        "items": [
          {
            "url": "https://www.texasmonthly.com/",
            "responseTime": 54
          }
        ],
        "overallSavingsMs": 0
      },
      "guidanceLevel": 1
    },
    "interactive": {
      "id": "interactive",
      "title": "Time to Interactive",
      "description": "Time to Interactive is the amount of time it takes for the page to become fully interactive. [Learn more about the Time to Interactive metric](https://developer.chrome.com/docs/lighthouse/performance/interactive/).",
      "score": 0,
      "scoreDisplayMode": "numeric",
      "numericValue": 45113.680790792256,
      "numericUnit": "millisecond",
      "displayValue": "45.1 s"
    },
    "user-timings": {
      "id": "user-timings",
      "title": "User Timing marks and measures",
      "description": "Consider instrumenting your app with the User Timing API to measure your app's real-world performance during key user experiences. [Learn more about User Timing marks](https://developer.chrome.com/docs/lighthouse/performance/user-timings/).",
      "score": 1,
      "scoreDisplayMode": "informative",
      "displayValue": "61 user timings",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "name",
            "valueType": "text",
            "label": "Name"
          },
          {
            "key": "timingType",
            "valueType": "text",
            "label": "Type"
          },
          {
            "key": "startTime",
            "valueType": "ms",
            "granularity": 0.01,
            "label": "Start Time"
          },
          {
            "key": "duration",
            "valueType": "ms",
            "granularity": 0.01,
            "label": "Duration"
          }
        ],
        "items": [
          {
            "name": "GTM-G-M82VQMKSKZ:15:17",
            "startTime": 0,
            "duration": 419.399,
            "timingType": "Measure"
          },
          {
            "name": "GTM-AW-856434062:15:17",
            "startTime": 0,
            "duration": 419.399,
            "timingType": "Measure"
          },
          {
            "name": "vipExp:allExperimentsDuration",
            "startTime": 357.221,
            "duration": 2115.635,
            "timingType": "Measure"
          },
          {
            "name": "vipExp:experimentDuration",
            "startTime": 357.339,
            "duration": 1060.156,
            "timingType": "Measure"
          },
          {
            "name": "vipExp:experimentDuration",
            "startTime": 357.339,
            "duration": 1060.814,
            "timingType": "Measure"
          },
          {
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            "duration": 2412.11,
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          {
            "name": "GTM-G-M82VQMKSKZ:3:17:14",
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            "duration": 2517.178,
            "timingType": "Measure"
          },
          {
            "name": "GTM-G-M82VQMKSKZ:14:17:14",
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            "duration": 4214.584,
            "timingType": "Measure"
          },
          {
            "name": "GTM-G-M82VQMKSKZ:2:17:14",
            "startTime": 419.399,
            "duration": 4930.82,
            "timingType": "Measure"
          },
          {
            "name": "vipExp:swapHeadlineDuration",
            "startTime": 1415.688,
            "duration": 1.714,
            "timingType": "Measure"
          },
          {
            "name": "vipExp:swapHeadlineDuration",
            "startTime": 1417.519,
            "duration": 0.613,
            "timingType": "Measure"
          },
          {
            "name": "lteu",
            "startTime": 1778.917,
            "duration": 0.14,
            "timingType": "Measure"
          },
          {
            "name": "ltpq",
            "startTime": 1779.134,
            "duration": 0.039,
            "timingType": "Measure"
          },
          {
            "name": "dv_gdpr_v2",
            "startTime": 6503.088,
            "duration": 0.247,
            "timingType": "Measure"
          },
          {
            "name": "dv_gdpr_v2",
            "startTime": 6573.24,
            "duration": 0.189,
            "timingType": "Measure"
          },
          {
            "name": "dv_gdpr_v2",
            "startTime": 6639.44,
            "duration": 0.209,
            "timingType": "Measure"
          },
          {
            "name": "dv_gdpr_v2",
            "startTime": 6707.514,
            "duration": 0.198,
            "timingType": "Measure"
          },
          {
            "name": "dv_gdpr_v2",
            "startTime": 6793.272,
            "duration": 0.173,
            "timingType": "Measure"
          },
          {
            "name": "dv_gdpr_v2",
            "startTime": 6864.267,
            "duration": 0.198,
            "timingType": "Measure"
          },
          {
            "name": "dv_gdpr_v2",
            "startTime": 6933.808,
            "duration": 0.17,
            "timingType": "Measure"
          },
          {
            "name": "dv_gdpr_v2",
            "startTime": 7003.681,
            "duration": 0.168,
            "timingType": "Measure"
          },
          {
            "name": "GTM-AW-856434062:15",
            "startTime": 0,
            "timingType": "Mark"
          },
          {
            "name": "GTM-G-M82VQMKSKZ:15",
            "startTime": 0,
            "timingType": "Mark"
          },
          {
            "name": "vipExp:allExperimentsDuration:start",
            "startTime": 357.221,
            "timingType": "Mark"
          },
          {
            "name": "vipExp:experimentDuration:start",
            "startTime": 357.339,
            "timingType": "Mark"
          },
          {
            "name": "GTM-AW-856434062:17",
            "startTime": 419.399,
            "timingType": "Mark"
          },
          {
            "name": "GTM-G-M82VQMKSKZ:17",
            "startTime": 419.399,
            "timingType": "Mark"
          },
          {
            "name": "vipExp:swapHeadlineDuration:start",
            "startTime": 1415.688,
            "timingType": "Mark"
          },
          {
            "name": "vipExp:swapHeadlineDuration:start",
            "startTime": 1417.519,
            "timingType": "Mark"
          },
          {
            "name": "loadStarteventUtils",
            "startTime": 1778.917,
            "timingType": "Mark"
          },
          {
            "name": "loadEndeventUtils",
            "startTime": 1779.057,
            "timingType": "Mark"
          },
          {
            "name": "loadStartpixelQueue",
            "startTime": 1779.134,
            "timingType": "Mark"
          },
          {
            "name": "loadEndpixelQueue",
            "startTime": 1779.173,
            "timingType": "Mark"
          },
          {
            "name": "GTM-AW-856434062:2:1",
            "startTime": 2831.509,
            "timingType": "Mark"
          },
          {
            "name": "GTM-G-M82VQMKSKZ:3:14",
            "startTime": 2936.577,
            "timingType": "Mark"
          },
          {
            "name": "GTM-G-M82VQMKSKZ:14:14",
            "startTime": 4633.983,
            "timingType": "Mark"
          },
          {
            "name": "GTM-G-M82VQMKSKZ:2:14",
            "startTime": 5350.219,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_start",
            "startTime": 6502.826,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_v2_start",
            "startTime": 6503.088,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_v2_end",
            "startTime": 6503.335,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_start",
            "startTime": 6573.025,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_v2_start",
            "startTime": 6573.24,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_v2_end",
            "startTime": 6573.429,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_start",
            "startTime": 6639.241,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_v2_start",
            "startTime": 6639.44,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_v2_end",
            "startTime": 6639.649,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_start",
            "startTime": 6707.295,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_v2_start",
            "startTime": 6707.514,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_v2_end",
            "startTime": 6707.712,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_start",
            "startTime": 6793.06,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_v2_start",
            "startTime": 6793.272,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_v2_end",
            "startTime": 6793.445,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_start",
            "startTime": 6864.047,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_v2_start",
            "startTime": 6864.267,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_v2_end",
            "startTime": 6864.465,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_start",
            "startTime": 6933.615,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_v2_start",
            "startTime": 6933.808,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_v2_end",
            "startTime": 6933.978,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_start",
            "startTime": 7003.478,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_v2_start",
            "startTime": 7003.681,
            "timingType": "Mark"
          },
          {
            "name": "dv_gdpr_v2_end",
            "startTime": 7003.849,
            "timingType": "Mark"
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        ]
      },
      "guidanceLevel": 2
    },
    "redirects": {
      "id": "redirects",
      "title": "Avoid multiple page redirects",
      "description": "Redirects introduce additional delays before the page can be loaded. [Learn how to avoid page redirects](https://developer.chrome.com/docs/lighthouse/performance/redirects/).",
      "score": 0,
      "scoreDisplayMode": "metricSavings",
      "numericValue": 921.6854,
      "numericUnit": "millisecond",
      "displayValue": "Est savings of 920 ms",
      "metricSavings": {
        "LCP": 900,
        "FCP": 900
      },
      "details": {
        "type": "opportunity",
        "headings": [
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
          },
          {
            "key": "wastedMs",
            "valueType": "timespanMs",
            "label": "Time Spent"
          }
        ],
        "items": [
          {
            "url": "https://texasmonthly.com/",
            "wastedMs": 921.6854
          },
          {
            "url": "https://www.texasmonthly.com/",
            "wastedMs": 0
          }
        ],
        "overallSavingsMs": 921.6854
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      "guidanceLevel": 2
    },
    "image-aspect-ratio": {
      "id": "image-aspect-ratio",
      "title": "Displays images with correct aspect ratio",
      "description": "Image display dimensions should match natural aspect ratio. [Learn more about image aspect ratio](https://developer.chrome.com/docs/lighthouse/best-practices/image-aspect-ratio/).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "label": ""
          },
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
          },
          {
            "key": "displayedAspectRatio",
            "valueType": "text",
            "label": "Aspect Ratio (Displayed)"
          },
          {
            "key": "actualAspectRatio",
            "valueType": "text",
            "label": "Aspect Ratio (Actual)"
          }
        ],
        "items": []
      }
    },
    "image-size-responsive": {
      "id": "image-size-responsive",
      "title": "Serves images with appropriate resolution",
      "description": "Image natural dimensions should be proportional to the display size and the pixel ratio to maximize image clarity. [Learn how to provide responsive images](https://web.dev/articles/serve-responsive-images).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "label": ""
          },
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
          },
          {
            "key": "displayedSize",
            "valueType": "text",
            "label": "Displayed size"
          },
          {
            "key": "actualSize",
            "valueType": "text",
            "label": "Actual size"
          },
          {
            "key": "expectedSize",
            "valueType": "text",
            "label": "Expected size"
          }
        ],
        "items": []
      }
    },
    "deprecations": {
      "id": "deprecations",
      "title": "Uses deprecated APIs",
      "description": "Deprecated APIs will eventually be removed from the browser. [Learn more about deprecated APIs](https://developer.chrome.com/docs/lighthouse/best-practices/deprecations/).",
      "score": 0,
      "scoreDisplayMode": "binary",
      "displayValue": "6 warnings found",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "value",
            "valueType": "text",
            "label": "Deprecation / Warning"
          },
          {
            "key": "source",
            "valueType": "source-location",
            "label": "Source"
          }
        ],
        "items": [
          {
            "value": "SharedStorage",
            "source": {
              "type": "source-location",
              "url": "https://www.texasmonthly.com/cdn-cgi/challenge-platform/scripts/jsd/main.js",
              "urlProvider": "network",
              "line": 0,
              "column": 7569
            }
          },
          {
            "value": "StorageType.persistent is deprecated. Please use standardized navigator.storage instead.",
            "source": {
              "type": "source-location",
              "url": "https://www.texasmonthly.com/cdn-cgi/challenge-platform/scripts/jsd/main.js",
              "urlProvider": "network",
              "line": 0,
              "column": 7569
            },
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "type": "link",
                  "url": "https://chromestatus.com/feature/5176235376246784",
                  "text": "Check the feature status page for more details."
                },
                {
                  "type": "link",
                  "url": "https://chromiumdash.appspot.com/schedule",
                  "text": "This change will go into effect with milestone 106."
                }
              ]
            }
          },
          {
            "value": "Fledge",
            "source": {
              "type": "source-location",
              "url": "https://www.texasmonthly.com/cdn-cgi/challenge-platform/scripts/jsd/main.js",
              "urlProvider": "network",
              "line": 0,
              "column": 7569
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          },
          {
            "value": "Topics",
            "source": {
              "type": "source-location",
              "url": "https://www.texasmonthly.com/",
              "urlProvider": "network",
              "line": 117,
              "column": 16012
            }
          },
          {
            "value": "Unload event listeners are deprecated and will be removed.",
            "source": {
              "type": "source-location",
              "url": "https://www.texasmonthly.com/",
              "urlProvider": "network",
              "line": 117,
              "column": 14012
            },
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "type": "link",
                  "url": "https://chromestatus.com/feature/5579556305502208",
                  "text": "Check the feature status page for more details."
                }
              ]
            }
          },
          {
            "value": "AttributionReporting",
            "source": {
              "type": "source-location",
              "url": "https://connect.facebook.net/en_US/fbevents.js",
              "urlProvider": "network",
              "line": 279,
              "column": 769
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          }
        ]
      }
    },
    "third-party-cookies": {
      "id": "third-party-cookies",
      "title": "Avoids third-party cookies",
      "description": "Third-party cookies may be blocked in some contexts. [Learn more about preparing for third-party cookie restrictions](https://privacysandbox.google.com/cookies/prepare/overview).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "name",
            "valueType": "text",
            "label": "Name"
          },
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
          }
        ],
        "items": []
      }
    },
    "mainthread-work-breakdown": {
      "id": "mainthread-work-breakdown",
      "title": "Minimize main-thread work",
      "description": "Consider reducing the time spent parsing, compiling and executing JS. You may find delivering smaller JS payloads helps with this. [Learn how to minimize main-thread work](https://developer.chrome.com/docs/lighthouse/performance/mainthread-work-breakdown/)",
      "score": 0,
      "scoreDisplayMode": "metricSavings",
      "numericValue": 33686.35200000044,
      "numericUnit": "millisecond",
      "displayValue": "33.7 s",
      "metricSavings": {
        "TBT": 9650
      },
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "groupLabel",
            "valueType": "text",
            "label": "Category"
          },
          {
            "key": "duration",
            "valueType": "ms",
            "granularity": 1,
            "label": "Time Spent"
          }
        ],
        "items": [
          {
            "group": "scriptEvaluation",
            "groupLabel": "Script Evaluation",
            "duration": 24520.920000000686
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          {
            "group": "other",
            "groupLabel": "Other",
            "duration": 3434.419999999757
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          {
            "group": "styleLayout",
            "groupLabel": "Style & Layout",
            "duration": 2215.456
          },
          {
            "group": "scriptParseCompile",
            "groupLabel": "Script Parsing & Compilation",
            "duration": 2105.2600000000007
          },
          {
            "group": "garbageCollection",
            "groupLabel": "Garbage Collection",
            "duration": 688.7279999999984
          },
          {
            "group": "parseHTML",
            "groupLabel": "Parse HTML & CSS",
            "duration": 410.6839999999998
          },
          {
            "group": "paintCompositeRender",
            "groupLabel": "Rendering",
            "duration": 310.8839999999992
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        ],
        "sortedBy": [
          "duration"
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      },
      "guidanceLevel": 1
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    "bootup-time": {
      "id": "bootup-time",
      "title": "Reduce JavaScript execution time",
      "description": "Consider reducing the time spent parsing, compiling, and executing JS. You may find delivering smaller JS payloads helps with this. [Learn how to reduce Javascript execution time](https://developer.chrome.com/docs/lighthouse/performance/bootup-time/).",
      "score": 0,
      "scoreDisplayMode": "metricSavings",
      "numericValue": 25523.735999999848,
      "numericUnit": "millisecond",
      "displayValue": "25.5 s",
      "metricSavings": {
        "TBT": 11550
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      "details": {
        "type": "table",
        "headings": [
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
          },
          {
            "key": "total",
            "granularity": 1,
            "valueType": "ms",
            "label": "Total CPU Time"
          },
          {
            "key": "scripting",
            "granularity": 1,
            "valueType": "ms",
            "label": "Script Evaluation"
          },
          {
            "key": "scriptParseCompile",
            "granularity": 1,
            "valueType": "ms",
            "label": "Script Parse"
          }
        ],
        "items": [
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            "total": 5773.555999999971,
            "scripting": 3057.135999999986,
            "scriptParseCompile": 52.96
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          {
            "url": "Unattributable",
            "total": 3717.363999999934,
            "scripting": 1945.55599999999,
            "scriptParseCompile": 0
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          {
            "url": "https://cdn.doubleverify.com/dv-measurements9761.js",
            "total": 3013.519999999936,
            "scripting": 2477.627999999936,
            "scriptParseCompile": 414.43600000000004
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          {
            "url": "https://securepubads.g.doubleclick.net/pagead/managed/js/gpt/m202604160201/pubads_impl.js",
            "total": 2423.0359999999882,
            "scripting": 1883.455999999988,
            "scriptParseCompile": 207.5320000000001
          },
          {
            "url": "https://fundingchoicesmessages.google.com/i/138871148?ers=3",
            "total": 2297.744000000005,
            "scripting": 2118.3880000000054,
            "scriptParseCompile": 25.912
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      "title": "Elements with the `role=text` attribute do not have focusable descendents.",
      "description": "Adding `role=text` around a text node split by markup enables VoiceOver to treat it as one phrase, but the element's focusable descendents will not be announced. [Learn more about the `role=text` attribute](https://dequeuniversity.com/rules/axe/4.11/aria-text).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "aria-toggle-field-name": {
      "id": "aria-toggle-field-name",
      "title": "ARIA toggle fields have accessible names",
      "description": "When a toggle field doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn more about toggle fields](https://dequeuniversity.com/rules/axe/4.11/aria-toggle-field-name).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "aria-tooltip-name": {
      "id": "aria-tooltip-name",
      "title": "ARIA `tooltip` elements have accessible names",
      "description": "When a tooltip element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn how to name `tooltip` elements](https://dequeuniversity.com/rules/axe/4.11/aria-tooltip-name).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "aria-treeitem-name": {
      "id": "aria-treeitem-name",
      "title": "ARIA `treeitem` elements have accessible names",
      "description": "When a `treeitem` element doesn't have an accessible name, screen readers announce it with a generic name, making it unusable for users who rely on screen readers. [Learn more about labeling `treeitem` elements](https://dequeuniversity.com/rules/axe/4.11/aria-treeitem-name).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "aria-valid-attr-value": {
      "id": "aria-valid-attr-value",
      "title": "`[aria-*]` attributes have valid values",
      "description": "Assistive technologies, like screen readers, can't interpret ARIA attributes with invalid values. [Learn more about valid values for ARIA attributes](https://dequeuniversity.com/rules/axe/4.11/aria-valid-attr-value).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "aria-valid-attr": {
      "id": "aria-valid-attr",
      "title": "`[aria-*]` attributes are valid and not misspelled",
      "description": "Assistive technologies, like screen readers, can't interpret ARIA attributes with invalid names. [Learn more about valid ARIA attributes](https://dequeuniversity.com/rules/axe/4.11/aria-valid-attr).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "button-name": {
      "id": "button-name",
      "title": "Buttons have an accessible name",
      "description": "When a button doesn't have an accessible name, screen readers announce it as \"button\", making it unusable for users who rely on screen readers. [Learn how to make buttons more accessible](https://dequeuniversity.com/rules/axe/4.11/button-name).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "bypass": {
      "id": "bypass",
      "title": "The page contains a heading, skip link, or landmark region",
      "description": "Adding ways to bypass repetitive content lets keyboard users navigate the page more efficiently. [Learn more about bypass blocks](https://dequeuniversity.com/rules/axe/4.11/bypass).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "color-contrast": {
      "id": "color-contrast",
      "title": "Background and foreground colors do not have a sufficient contrast ratio.",
      "description": "Low-contrast text is difficult or impossible for many users to read. [Learn how to provide sufficient color contrast](https://dequeuniversity.com/rules/axe/4.11/color-contrast).",
      "score": 0,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": [
          {
            "node": {
              "type": "node",
              "lhId": "1-0-SPAN",
              "path": "1,HTML,1,BODY,6,DIV,2,NAV,0,DIV,2,UL,1,LI,0,A,0,SPAN",
              "selector": "ul.nav__secondary-links > li.nav-ad-rollover > a > span.nav-rollover-trigger",
              "boundingRect": {
                "top": 17,
                "bottom": 32,
                "left": 268,
                "right": 346,
                "width": 78,
                "height": 15
              },
              "snippet": "<span class=\"nav-rollover-trigger non-subscriber-only\">",
              "nodeLabel": "SUBSCRIBE",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 3.24 (foreground color: #f75a38, background color: #ffffff, font size: 9.0pt (12px), font weight: normal). Expected contrast ratio of 4.5:1"
            },
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-1-DIV",
                    "path": "1,HTML,1,BODY,6,DIV,2,NAV,0,DIV",
                    "selector": "body.home > div.site-wrapper > nav#nav--main > div.nav__inner-wrapper",
                    "boundingRect": {
                      "top": 0,
                      "bottom": 52,
                      "left": 0,
                      "right": 412,
                      "width": 412,
                      "height": 52
                    },
                    "snippet": "<div class=\"nav__inner-wrapper\">",
                    "nodeLabel": "Texas Monthly\nSUBSCRIBE\nLOG IN"
                  }
                }
              ]
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-2-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,0,DIV,0,ARTICLE,1,DIV,3,DIV,1,P",
              "selector": "article.tease-lg > div.tease-lg__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 800,
                "bottom": 816,
                "left": 77,
                "right": 170,
                "width": 93,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-lg__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Josh Alvarez",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-3-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,0,DIV,0,ARTICLE,1,DIV,3,DIV,1,P,1,A",
              "selector": "div.tease-lg__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 799,
                "bottom": 816,
                "left": 95,
                "right": 170,
                "width": 75,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/josh-alvarez/\" rel=\"author\">",
              "nodeLabel": "Josh Alvarez",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-4-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,1,DIV,0,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 1163,
                "bottom": 1179,
                "left": 22,
                "right": 124,
                "width": 102,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Daniel Vaughn",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-5-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,1,DIV,0,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 1162,
                "bottom": 1179,
                "left": 40,
                "right": 124,
                "width": 84,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/daniel-vaughn/\" rel=\"author\">",
              "nodeLabel": "Daniel Vaughn",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-6-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,1,DIV,1,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 1376,
                "bottom": 1392,
                "left": 22,
                "right": 111,
                "width": 89,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Peter Holley",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-7-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,1,DIV,1,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 1375,
                "bottom": 1392,
                "left": 40,
                "right": 111,
                "width": 71,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/peter-holley/\" rel=\"author\">",
              "nodeLabel": "Peter Holley",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-8-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,1,DIV,2,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 1328,
                "bottom": 1344,
                "left": 228,
                "right": 322,
                "width": 94,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By José R. Ralat",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-9-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,1,DIV,2,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 1327,
                "bottom": 1344,
                "left": 246,
                "right": 322,
                "width": 76,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/jose-r-ralat/\" rel=\"author\">",
              "nodeLabel": "José R. Ralat",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-10-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,1,DIV,3,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 1766,
                "bottom": 1782,
                "left": 22,
                "right": 125,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Amanda Albee",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-11-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,1,DIV,3,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 1765,
                "bottom": 1782,
                "left": 40,
                "right": 125,
                "width": 86,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/amanda-albee/\" rel=\"author\">",
              "nodeLabel": "Amanda Albee",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-12-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,2,DIV,0,DIV,1,OL,0,LI,0,ARTICLE,1,DIV,1,DIV,0,P",
              "selector": "article.tease-horizontal-sm > div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 1920,
                "bottom": 1936,
                "left": 22,
                "right": 116,
                "width": 94,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-horizontal-sm__meta text-gray-500 my-auto font-rs-narro…\">",
              "nodeLabel": "By José R. Ralat",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-13-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,2,DIV,0,DIV,1,OL,0,LI,0,ARTICLE,1,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 1919,
                "bottom": 1936,
                "left": 40,
                "right": 116,
                "width": 76,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/jose-r-ralat/\" rel=\"author\">",
              "nodeLabel": "José R. Ralat",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-14-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,2,DIV,0,DIV,1,OL,1,LI,0,ARTICLE,1,DIV,1,DIV,0,P",
              "selector": "article.tease-horizontal-sm > div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 2065,
                "bottom": 2081,
                "left": 22,
                "right": 124,
                "width": 102,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-horizontal-sm__meta text-gray-500 my-auto font-rs-narro…\">",
              "nodeLabel": "By Daniel Vaughn",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-15-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,2,DIV,0,DIV,1,OL,1,LI,0,ARTICLE,1,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 2064,
                "bottom": 2081,
                "left": 40,
                "right": 124,
                "width": 84,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/daniel-vaughn/\" rel=\"author\">",
              "nodeLabel": "Daniel Vaughn",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-16-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,2,DIV,0,DIV,1,OL,2,LI,0,ARTICLE,1,DIV,1,DIV,0,P",
              "selector": "article.tease-horizontal-sm > div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 2178,
                "bottom": 2194,
                "left": 22,
                "right": 116,
                "width": 94,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-horizontal-sm__meta text-gray-500 my-auto font-rs-narro…\">",
              "nodeLabel": "By José R. Ralat",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-17-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,2,DIV,0,DIV,1,OL,2,LI,0,ARTICLE,1,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 2177,
                "bottom": 2194,
                "left": 40,
                "right": 116,
                "width": 76,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/jose-r-ralat/\" rel=\"author\">",
              "nodeLabel": "José R. Ralat",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-18-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,2,DIV,0,DIV,1,OL,3,LI,0,ARTICLE,1,DIV,1,DIV,0,P",
              "selector": "article.tease-horizontal-sm > div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 2323,
                "bottom": 2339,
                "left": 22,
                "right": 111,
                "width": 89,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-horizontal-sm__meta text-gray-500 my-auto font-rs-narro…\">",
              "nodeLabel": "By Peter Holley",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-19-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,2,DIV,0,DIV,1,OL,3,LI,0,ARTICLE,1,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 2322,
                "bottom": 2339,
                "left": 40,
                "right": 111,
                "width": 71,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/peter-holley/\" rel=\"author\">",
              "nodeLabel": "Peter Holley",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-20-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,2,DIV,0,DIV,1,OL,4,LI,0,ARTICLE,1,DIV,1,DIV,0,P",
              "selector": "article.tease-horizontal-sm > div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 2436,
                "bottom": 2452,
                "left": 22,
                "right": 115,
                "width": 93,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-horizontal-sm__meta text-gray-500 my-auto font-rs-narro…\">",
              "nodeLabel": "By Josh Alvarez",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-21-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION,0,DIV,2,DIV,0,DIV,1,OL,4,LI,0,ARTICLE,1,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 2435,
                "bottom": 2452,
                "left": 40,
                "right": 115,
                "width": 75,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/josh-alvarez/\" rel=\"author\">",
              "nodeLabel": "Josh Alvarez",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-22-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,3,SECTION,0,DIV,1,DIV,0,DIV,0,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 3146,
                "bottom": 3162,
                "left": 22,
                "right": 125,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-23-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,3,SECTION,0,DIV,1,DIV,0,DIV,0,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 3145,
                "bottom": 3162,
                "left": 40,
                "right": 125,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-24-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,3,SECTION,0,DIV,1,DIV,0,DIV,1,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 3170,
                "bottom": 3186,
                "left": 294,
                "right": 368,
                "width": 74,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Katy Vine",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-25-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,3,SECTION,0,DIV,1,DIV,0,DIV,1,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 3169,
                "bottom": 3186,
                "left": 312,
                "right": 368,
                "width": 56,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/katy-vine/\" rel=\"author\">",
              "nodeLabel": "Katy Vine",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-26-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,3,SECTION,0,DIV,1,DIV,0,DIV,2,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 3170,
                "bottom": 3186,
                "left": 566,
                "right": 673,
                "width": 107,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Emily McCullar",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-27-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,3,SECTION,0,DIV,1,DIV,0,DIV,2,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 3169,
                "bottom": 3186,
                "left": 584,
                "right": 673,
                "width": 89,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/emilymccullar/\" rel=\"author\">",
              "nodeLabel": "Emily McCullar",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-28-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,3,SECTION,0,DIV,1,DIV,0,DIV,3,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 3146,
                "bottom": 3162,
                "left": 838,
                "right": 1036,
                "width": 199,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Dan Solomon and Paula Forbes",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-29-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,3,SECTION,0,DIV,1,DIV,0,DIV,3,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 3145,
                "bottom": 3162,
                "left": 856,
                "right": 934,
                "width": 78,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/dan-solomon/\">",
              "nodeLabel": "Dan Solomon",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-30-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,3,SECTION,0,DIV,1,DIV,0,DIV,3,ARTICLE,2,DIV,1,DIV,0,P,3,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 3145,
                "bottom": 3162,
                "left": 961,
                "right": 1036,
                "width": 75,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/paula-forbes/\">",
              "nodeLabel": "Paula Forbes",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-31-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,3,SECTION,0,DIV,1,DIV,0,DIV,4,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 3170,
                "bottom": 3186,
                "left": 1110,
                "right": 1199,
                "width": 89,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Peter Holley",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-32-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,3,SECTION,0,DIV,1,DIV,0,DIV,4,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 3169,
                "bottom": 3186,
                "left": 1128,
                "right": 1199,
                "width": 71,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/peter-holley/\" rel=\"author\">",
              "nodeLabel": "Peter Holley",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-33-BUTTON",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,5,SECTION,0,DIV,2,DIV,0,DIV,1,FORM,0,DIV,0,DIV,0,DIV,1,BUTTON",
              "selector": "div.newsletter__fields > div.newsletter__sticky > div.newsletter__row > button.newsletter__submit",
              "boundingRect": {
                "top": 5943,
                "bottom": 6000,
                "left": 287,
                "right": 392,
                "width": 105,
                "height": 57
              },
              "snippet": "<button type=\"submit\" class=\"newsletter__submit \" aria-label=\"Submit Email Address\">",
              "nodeLabel": "SIGN UP",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 3.24 (foreground color: #ffffff, background color: #f75a38, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-34-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,6,SECTION,0,DIV,1,ARTICLE,1,DIV,3,DIV,1,P",
              "selector": "article.tease-lg > div.tease-lg__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 6719,
                "bottom": 6735,
                "left": 22,
                "right": 200,
                "width": 178,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-lg__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Bekah Stolhandske McNeel",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-35-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,6,SECTION,0,DIV,1,ARTICLE,1,DIV,3,DIV,1,P,1,A",
              "selector": "div.tease-lg__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 6718,
                "bottom": 6735,
                "left": 40,
                "right": 200,
                "width": 160,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/bekah-mcneel/\" rel=\"author\">",
              "nodeLabel": "Bekah Stolhandske McNeel",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-36-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,6,SECTION,0,DIV,2,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 6893,
                "bottom": 6909,
                "left": 22,
                "right": 200,
                "width": 178,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Bekah Stolhandske McNeel",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-37-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,6,SECTION,0,DIV,2,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 6892,
                "bottom": 6909,
                "left": 40,
                "right": 200,
                "width": 160,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/bekah-mcneel/\" rel=\"author\">",
              "nodeLabel": "Bekah Stolhandske McNeel",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-38-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,6,SECTION,0,DIV,3,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 7077,
                "bottom": 7093,
                "left": 22,
                "right": 124,
                "width": 102,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Forrest Wilder",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-39-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,6,SECTION,0,DIV,3,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 7076,
                "bottom": 7093,
                "left": 40,
                "right": 124,
                "width": 84,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/forrest-wilder/\" rel=\"author\">",
              "nodeLabel": "Forrest Wilder",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-40-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,6,SECTION,0,DIV,4,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 7213,
                "bottom": 7229,
                "left": 22,
                "right": 106,
                "width": 84,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Ben Rowen",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-41-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,6,SECTION,0,DIV,4,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 7212,
                "bottom": 7229,
                "left": 40,
                "right": 106,
                "width": 66,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/ben-rowen/\" rel=\"author\">",
              "nodeLabel": "Ben Rowen",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-42-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,6,SECTION,0,DIV,5,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 7373,
                "bottom": 7389,
                "left": 22,
                "right": 125,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Michael Hardy",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-43-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,6,SECTION,0,DIV,5,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 7372,
                "bottom": 7389,
                "left": 40,
                "right": 125,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/michael-hardy/\" rel=\"author\">",
              "nodeLabel": "Michael Hardy",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-44-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,6,SECTION,0,DIV,6,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 7533,
                "bottom": 7549,
                "left": 22,
                "right": 102,
                "width": 80,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Mark Dent",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-45-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,6,SECTION,0,DIV,6,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 7532,
                "bottom": 7549,
                "left": 40,
                "right": 102,
                "width": 62,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/mark-dent/\" rel=\"author\">",
              "nodeLabel": "Mark Dent",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-46-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,6,SECTION,0,DIV,7,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 7693,
                "bottom": 7709,
                "left": 22,
                "right": 122,
                "width": 100,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Allegra Hobbs",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-47-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,6,SECTION,0,DIV,7,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 7692,
                "bottom": 7709,
                "left": 40,
                "right": 122,
                "width": 82,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/allegra-hobbs/\" rel=\"author\">",
              "nodeLabel": "Allegra Hobbs",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-48-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,8,SECTION,0,DIV,1,DIV,0,DIV,0,ARTICLE,1,DIV,3,DIV,1,P",
              "selector": "article.tease-lg > div.tease-lg__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 8757,
                "bottom": 8773,
                "left": 22,
                "right": 141,
                "width": 119,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-lg__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Nicholas Lemann",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-49-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,8,SECTION,0,DIV,1,DIV,0,DIV,0,ARTICLE,1,DIV,3,DIV,1,P,1,A",
              "selector": "div.tease-lg__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 8756,
                "bottom": 8773,
                "left": 40,
                "right": 141,
                "width": 101,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/nicholas-lemann/\" rel=\"author\">",
              "nodeLabel": "Nicholas Lemann",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-50-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,8,SECTION,0,DIV,1,DIV,1,DIV,0,DIV,0,ARTICLE,1,DIV,2,DIV,0,P",
              "selector": "article.tease-horizontal-sm > div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 8937,
                "bottom": 8953,
                "left": 22,
                "right": 126,
                "width": 104,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-horizontal-sm__meta text-gray-500 my-auto font-rs-narro…\">",
              "nodeLabel": "By Bruce Jackson",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-51-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,8,SECTION,0,DIV,1,DIV,1,DIV,0,DIV,0,ARTICLE,1,DIV,2,DIV,0,P,1,A",
              "selector": "div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 8936,
                "bottom": 8953,
                "left": 40,
                "right": 126,
                "width": 86,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/brucejackson/\" rel=\"author\">",
              "nodeLabel": "Bruce Jackson",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-52-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,8,SECTION,0,DIV,1,DIV,1,DIV,0,DIV,1,ARTICLE,1,DIV,2,DIV,0,P",
              "selector": "article.tease-horizontal-sm > div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 9188,
                "bottom": 9204,
                "left": 22,
                "right": 127,
                "width": 105,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-horizontal-sm__meta text-gray-500 my-auto font-rs-narro…\">",
              "nodeLabel": "By John Davidson",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-53-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,8,SECTION,0,DIV,1,DIV,1,DIV,0,DIV,1,ARTICLE,1,DIV,2,DIV,0,P,1,A",
              "selector": "div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 9187,
                "bottom": 9204,
                "left": 40,
                "right": 127,
                "width": 87,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/john-davidson/\" rel=\"author\">",
              "nodeLabel": "John Davidson",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-54-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,8,SECTION,0,DIV,1,DIV,1,DIV,0,DIV,2,ARTICLE,1,DIV,2,DIV,0,P",
              "selector": "article.tease-horizontal-sm > div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 9351,
                "bottom": 9367,
                "left": 22,
                "right": 155,
                "width": 133,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-horizontal-sm__meta text-gray-500 my-auto font-rs-narro…\">",
              "nodeLabel": "By Skip Hollandsworth",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-55-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,8,SECTION,0,DIV,1,DIV,1,DIV,0,DIV,2,ARTICLE,1,DIV,2,DIV,0,P,1,A",
              "selector": "div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 9350,
                "bottom": 9367,
                "left": 40,
                "right": 155,
                "width": 115,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/skip-hollandsworth/\" rel=\"author\">",
              "nodeLabel": "Skip Hollandsworth",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-56-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,9,SECTION,0,DIV,1,ARTICLE,1,DIV,3,DIV,1,P",
              "selector": "article.tease-lg > div.tease-lg__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 10224,
                "bottom": 10240,
                "left": 22,
                "right": 100,
                "width": 78,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-lg__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Jeff Miller",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-57-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,9,SECTION,0,DIV,1,ARTICLE,1,DIV,3,DIV,1,P,1,A",
              "selector": "div.tease-lg__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 10223,
                "bottom": 10240,
                "left": 40,
                "right": 100,
                "width": 60,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/jeff-miller/\" rel=\"author\">",
              "nodeLabel": "Jeff Miller",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-58-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,9,SECTION,0,DIV,2,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 10398,
                "bottom": 10414,
                "left": 22,
                "right": 156,
                "width": 134,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "As told to Josh Alvarez",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-59-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,9,SECTION,0,DIV,2,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 10397,
                "bottom": 10414,
                "left": 80,
                "right": 156,
                "width": 75,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/josh-alvarez/\" rel=\"author\">",
              "nodeLabel": "Josh Alvarez",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-60-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,9,SECTION,0,DIV,3,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 10582,
                "bottom": 10598,
                "left": 22,
                "right": 126,
                "width": 104,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Dina Gachman",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-61-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,9,SECTION,0,DIV,3,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 10581,
                "bottom": 10598,
                "left": 40,
                "right": 126,
                "width": 86,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/dina-gachman/\" rel=\"author\">",
              "nodeLabel": "Dina Gachman",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-62-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,9,SECTION,0,DIV,4,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 10766,
                "bottom": 10782,
                "left": 22,
                "right": 159,
                "width": 137,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Bobbie Jean Sawyer",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-63-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,9,SECTION,0,DIV,4,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 10765,
                "bottom": 10782,
                "left": 40,
                "right": 159,
                "width": 119,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/bobbie-sawyer/\" rel=\"author\">",
              "nodeLabel": "Bobbie Jean Sawyer",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-64-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,9,SECTION,0,DIV,5,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 10950,
                "bottom": 10966,
                "left": 22,
                "right": 126,
                "width": 104,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Dina Gachman",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-65-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,9,SECTION,0,DIV,5,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 10949,
                "bottom": 10966,
                "left": 40,
                "right": 126,
                "width": 86,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/dina-gachman/\" rel=\"author\">",
              "nodeLabel": "Dina Gachman",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-66-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,9,SECTION,0,DIV,6,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 11110,
                "bottom": 11126,
                "left": 22,
                "right": 122,
                "width": 100,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Taylor Prewitt",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-67-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,9,SECTION,0,DIV,6,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 11109,
                "bottom": 11126,
                "left": 40,
                "right": 122,
                "width": 82,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/taylor-prewitt/\" rel=\"author\">",
              "nodeLabel": "Taylor Prewitt",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-68-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,9,SECTION,0,DIV,7,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 11246,
                "bottom": 11262,
                "left": 22,
                "right": 125,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-69-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,9,SECTION,0,DIV,7,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 11245,
                "bottom": 11262,
                "left": 40,
                "right": 125,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-70-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,10,SECTION,0,DIV,1,DIV,0,DIV,0,ARTICLE,1,DIV,3,DIV,0,P",
              "selector": "article.tease-md > div.tease-md__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 11827,
                "bottom": 11843,
                "left": 22,
                "right": 130,
                "width": 108,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-md__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Brandon Koppy",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-71-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,10,SECTION,0,DIV,1,DIV,0,DIV,0,ARTICLE,1,DIV,3,DIV,0,P,1,A",
              "selector": "div.tease-md__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 11826,
                "bottom": 11843,
                "left": 40,
                "right": 130,
                "width": 90,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/brandon-koppy/\" rel=\"author\">",
              "nodeLabel": "Brandon Koppy",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-72-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,10,SECTION,0,DIV,1,DIV,0,DIV,1,ARTICLE,1,DIV,3,DIV,0,P",
              "selector": "article.tease-md > div.tease-md__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 12199,
                "bottom": 12215,
                "left": 22,
                "right": 125,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-md__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-73-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,10,SECTION,0,DIV,1,DIV,0,DIV,1,ARTICLE,1,DIV,3,DIV,0,P,1,A",
              "selector": "div.tease-md__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 12198,
                "bottom": 12215,
                "left": 40,
                "right": 125,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-74-BUTTON",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,10,SECTION,0,DIV,1,DIV,1,DIV,0,DIV,1,FORM,0,DIV,0,DIV,0,DIV,1,BUTTON",
              "selector": "div.newsletter__fields > div.newsletter__sticky > div.newsletter__row > button.newsletter__submit",
              "boundingRect": {
                "top": 12457,
                "bottom": 12514,
                "left": 285,
                "right": 390,
                "width": 105,
                "height": 57
              },
              "snippet": "<button type=\"submit\" class=\"newsletter__submit \" aria-label=\"Submit Email Address\">",
              "nodeLabel": "SIGN UP",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 3.24 (foreground color: #ffffff, background color: #f75a38, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-75-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,13,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,ARTICLE,1,DIV,3,DIV,1,P",
              "selector": "article.tease-lg > div.tease-lg__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 14644,
                "bottom": 14660,
                "left": 22,
                "right": 125,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-lg__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-76-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,13,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,ARTICLE,1,DIV,3,DIV,1,P,1,A",
              "selector": "div.tease-lg__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 14643,
                "bottom": 14660,
                "left": 40,
                "right": 125,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-77-DIV",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,13,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,1,DIV,0,ARTICLE,0,A,1,DIV,1,DIV",
              "selector": "article.tease-sm > a.tease-sm__image > div.tease__duration > div.tease__duration-text",
              "boundingRect": {
                "top": 14894,
                "bottom": 14910,
                "left": 53,
                "right": 88,
                "width": 35,
                "height": 16
              },
              "snippet": "<div class=\"tease__duration-text\">",
              "nodeLabel": "10:23",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.84 (foreground color: #ffffff, background color: #999999, font size: 9.0pt (12px), font weight: normal). Expected contrast ratio of 4.5:1"
            },
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-78-DIV",
                    "path": "1,HTML,1,BODY,6,DIV,5,MAIN,13,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,1,DIV,0,ARTICLE,0,A,1,DIV",
                    "selector": "div.video-block__right-col > article.tease-sm > a.tease-sm__image > div.tease__duration",
                    "boundingRect": {
                      "top": 14889,
                      "bottom": 14915,
                      "left": 22,
                      "right": 93,
                      "width": 71,
                      "height": 26
                    },
                    "snippet": "<div class=\"tease__duration\">",
                    "nodeLabel": " 10:23"
                  }
                }
              ]
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-79-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,13,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,1,DIV,0,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 15009,
                "bottom": 15025,
                "left": 22,
                "right": 114,
                "width": 92,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Mimi Swartz",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-80-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,13,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,1,DIV,0,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 15008,
                "bottom": 15025,
                "left": 40,
                "right": 114,
                "width": 74,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/mimi-swartz/\" rel=\"author\">",
              "nodeLabel": "Mimi Swartz",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-81-DIV",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,13,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,1,DIV,1,ARTICLE,0,A,1,DIV,1,DIV",
              "selector": "article.tease-sm > a.tease-sm__image > div.tease__duration > div.tease__duration-text",
              "boundingRect": {
                "top": 15260,
                "bottom": 15276,
                "left": 53,
                "right": 82,
                "width": 29,
                "height": 16
              },
              "snippet": "<div class=\"tease__duration-text\">",
              "nodeLabel": "6:29",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.84 (foreground color: #ffffff, background color: #999999, font size: 9.0pt (12px), font weight: normal). Expected contrast ratio of 4.5:1"
            },
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-82-DIV",
                    "path": "1,HTML,1,BODY,6,DIV,5,MAIN,13,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,1,DIV,1,ARTICLE,0,A,1,DIV",
                    "selector": "div.video-block__right-col > article.tease-sm > a.tease-sm__image > div.tease__duration",
                    "boundingRect": {
                      "top": 15255,
                      "bottom": 15281,
                      "left": 22,
                      "right": 87,
                      "width": 65,
                      "height": 26
                    },
                    "snippet": "<div class=\"tease__duration\">",
                    "nodeLabel": " 6:29"
                  }
                }
              ]
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-83-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,13,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,1,DIV,1,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 15375,
                "bottom": 15391,
                "left": 22,
                "right": 179,
                "width": 157,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Country Reporter",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-84-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,13,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,1,DIV,1,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 15374,
                "bottom": 15391,
                "left": 40,
                "right": 179,
                "width": 139,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-country-reporter/\" rel=\"author\">",
              "nodeLabel": "Texas Country Reporter",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-85-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,14,SECTION,0,DIV,1,ARTICLE,1,DIV,3,DIV,1,P",
              "selector": "article.tease-lg > div.tease-lg__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 16118,
                "bottom": 16134,
                "left": 77,
                "right": 170,
                "width": 93,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-lg__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Paula Forbes",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-86-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,14,SECTION,0,DIV,1,ARTICLE,1,DIV,3,DIV,1,P,1,A",
              "selector": "div.tease-lg__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 16117,
                "bottom": 16134,
                "left": 95,
                "right": 170,
                "width": 75,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/paula-forbes/\" rel=\"author\">",
              "nodeLabel": "Paula Forbes",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-87-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,14,SECTION,0,DIV,2,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 16280,
                "bottom": 16296,
                "left": 22,
                "right": 128,
                "width": 106,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Amy McCarthy",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-88-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,14,SECTION,0,DIV,2,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 16279,
                "bottom": 16296,
                "left": 40,
                "right": 128,
                "width": 88,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/amy-mccarthy/\" rel=\"author\">",
              "nodeLabel": "Amy McCarthy",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-89-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,14,SECTION,0,DIV,3,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 16440,
                "bottom": 16456,
                "left": 22,
                "right": 115,
                "width": 93,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Paula Forbes",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-90-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,14,SECTION,0,DIV,3,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 16439,
                "bottom": 16456,
                "left": 40,
                "right": 115,
                "width": 75,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/paula-forbes/\" rel=\"author\">",
              "nodeLabel": "Paula Forbes",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-91-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,14,SECTION,0,DIV,4,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 16600,
                "bottom": 16616,
                "left": 22,
                "right": 116,
                "width": 94,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By José R. Ralat",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-92-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,14,SECTION,0,DIV,4,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 16599,
                "bottom": 16616,
                "left": 40,
                "right": 116,
                "width": 76,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/jose-r-ralat/\" rel=\"author\">",
              "nodeLabel": "José R. Ralat",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-93-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,14,SECTION,0,DIV,5,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 16736,
                "bottom": 16752,
                "left": 22,
                "right": 116,
                "width": 94,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By José R. Ralat",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-94-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,14,SECTION,0,DIV,5,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 16735,
                "bottom": 16752,
                "left": 40,
                "right": 116,
                "width": 76,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/jose-r-ralat/\" rel=\"author\">",
              "nodeLabel": "José R. Ralat",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-95-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,14,SECTION,0,DIV,6,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 16896,
                "bottom": 16912,
                "left": 22,
                "right": 116,
                "width": 94,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By José R. Ralat",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-96-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,14,SECTION,0,DIV,6,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 16895,
                "bottom": 16912,
                "left": 40,
                "right": 116,
                "width": 76,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/jose-r-ralat/\" rel=\"author\">",
              "nodeLabel": "José R. Ralat",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-97-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,14,SECTION,0,DIV,7,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 17032,
                "bottom": 17048,
                "left": 22,
                "right": 115,
                "width": 93,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Paula Forbes",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-98-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,14,SECTION,0,DIV,7,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 17031,
                "bottom": 17048,
                "left": 40,
                "right": 115,
                "width": 75,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/paula-forbes/\" rel=\"author\">",
              "nodeLabel": "Paula Forbes",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-99-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,15,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,ARTICLE,1,DIV,3,DIV,1,P",
              "selector": "article.tease-lg > div.tease-lg__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 17908,
                "bottom": 17924,
                "left": 77,
                "right": 179,
                "width": 102,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-lg__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Daniel Vaughn",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-100-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,15,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,ARTICLE,1,DIV,3,DIV,1,P,1,A",
              "selector": "div.tease-lg__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 17907,
                "bottom": 17924,
                "left": 95,
                "right": 179,
                "width": 84,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/daniel-vaughn/\" rel=\"author\">",
              "nodeLabel": "Daniel Vaughn",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-101-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,15,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,1,DIV,0,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 18285,
                "bottom": 18301,
                "left": 22,
                "right": 124,
                "width": 102,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Daniel Vaughn",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-102-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,15,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,1,DIV,0,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 18284,
                "bottom": 18301,
                "left": 40,
                "right": 124,
                "width": 84,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/daniel-vaughn/\" rel=\"author\">",
              "nodeLabel": "Daniel Vaughn",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-103-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,15,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,1,DIV,1,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 18651,
                "bottom": 18667,
                "left": 22,
                "right": 124,
                "width": 102,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Daniel Vaughn",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-104-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,15,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,1,DIV,1,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 18650,
                "bottom": 18667,
                "left": 40,
                "right": 124,
                "width": 84,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/daniel-vaughn/\" rel=\"author\">",
              "nodeLabel": "Daniel Vaughn",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-105-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,15,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,2,DIV,0,ARTICLE,1,DIV,1,DIV,0,P",
              "selector": "article.tease-xs > div.tease-xs__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 18876,
                "bottom": 18892,
                "left": 22,
                "right": 124,
                "width": 102,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-xs__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Daniel Vaughn",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-106-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,15,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,2,DIV,0,ARTICLE,1,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-xs__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 18875,
                "bottom": 18892,
                "left": 40,
                "right": 124,
                "width": 84,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/daniel-vaughn/\" rel=\"author\">",
              "nodeLabel": "Daniel Vaughn",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-107-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,15,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,2,DIV,1,ARTICLE,1,DIV,1,DIV,0,P",
              "selector": "article.tease-xs > div.tease-xs__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 18852,
                "bottom": 18868,
                "left": 222,
                "right": 324,
                "width": 102,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-xs__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Daniel Vaughn",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-108-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,15,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,2,DIV,1,ARTICLE,1,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-xs__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 18851,
                "bottom": 18868,
                "left": 240,
                "right": 324,
                "width": 84,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/daniel-vaughn/\" rel=\"author\">",
              "nodeLabel": "Daniel Vaughn",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-109-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,15,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,2,DIV,2,ARTICLE,1,DIV,1,DIV,0,P",
              "selector": "article.tease-xs > div.tease-xs__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 19088,
                "bottom": 19104,
                "left": 22,
                "right": 124,
                "width": 102,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-xs__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Daniel Vaughn",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-110-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,15,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,2,DIV,2,ARTICLE,1,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-xs__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 19087,
                "bottom": 19104,
                "left": 40,
                "right": 124,
                "width": 84,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/daniel-vaughn/\" rel=\"author\">",
              "nodeLabel": "Daniel Vaughn",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-111-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,16,SECTION,0,DIV,1,DIV,0,DIV,0,ARTICLE,1,DIV,3,DIV,1,P",
              "selector": "article.tease-lg > div.tease-lg__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 19884,
                "bottom": 19900,
                "left": 22,
                "right": 173,
                "width": 151,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-lg__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Elisabeth Carroll Parks",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-112-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,16,SECTION,0,DIV,1,DIV,0,DIV,0,ARTICLE,1,DIV,3,DIV,1,P,1,A",
              "selector": "div.tease-lg__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 19883,
                "bottom": 19900,
                "left": 40,
                "right": 173,
                "width": 133,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/elisabeth-carroll-parks/\" rel=\"author\">",
              "nodeLabel": "Elisabeth Carroll Parks",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-113-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,16,SECTION,0,DIV,1,DIV,1,DIV,0,DIV,0,ARTICLE,1,DIV,1,DIV,0,P",
              "selector": "article.tease-horizontal-sm > div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 20031,
                "bottom": 20047,
                "left": 22,
                "right": 115,
                "width": 93,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-horizontal-sm__meta text-gray-500 my-auto font-rs-narro…\">",
              "nodeLabel": "By Josh Alvarez",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-114-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,16,SECTION,0,DIV,1,DIV,1,DIV,0,DIV,0,ARTICLE,1,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 20030,
                "bottom": 20047,
                "left": 40,
                "right": 115,
                "width": 75,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/josh-alvarez/\" rel=\"author\">",
              "nodeLabel": "Josh Alvarez",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-115-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,16,SECTION,0,DIV,1,DIV,1,DIV,0,DIV,1,ARTICLE,1,DIV,1,DIV,0,P",
              "selector": "article.tease-horizontal-sm > div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 20183,
                "bottom": 20199,
                "left": 22,
                "right": 115,
                "width": 93,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-horizontal-sm__meta text-gray-500 my-auto font-rs-narro…\">",
              "nodeLabel": "By Sean Cronen",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-116-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,16,SECTION,0,DIV,1,DIV,1,DIV,0,DIV,1,ARTICLE,1,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 20182,
                "bottom": 20199,
                "left": 40,
                "right": 115,
                "width": 75,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/sean-cronen/\" rel=\"author\">",
              "nodeLabel": "Sean Cronen",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-117-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,16,SECTION,0,DIV,1,DIV,1,DIV,0,DIV,2,ARTICLE,1,DIV,1,DIV,0,P",
              "selector": "article.tease-horizontal-sm > div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 20335,
                "bottom": 20351,
                "left": 22,
                "right": 126,
                "width": 104,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-horizontal-sm__meta text-gray-500 my-auto font-rs-narro…\">",
              "nodeLabel": "By Dina Gachman",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-118-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,16,SECTION,0,DIV,1,DIV,1,DIV,0,DIV,2,ARTICLE,1,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-horizontal-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 20334,
                "bottom": 20351,
                "left": 40,
                "right": 126,
                "width": 86,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/dina-gachman/\" rel=\"author\">",
              "nodeLabel": "Dina Gachman",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-119-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,17,SECTION,0,DIV,2,DIV,0,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 21511,
                "bottom": 21527,
                "left": 22,
                "right": 110,
                "width": 88,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Lea Konczal",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-120-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,17,SECTION,0,DIV,2,DIV,0,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 21510,
                "bottom": 21527,
                "left": 40,
                "right": 110,
                "width": 70,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/lea-konczal/\" rel=\"author\">",
              "nodeLabel": "Lea Konczal",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-121-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,17,SECTION,0,DIV,2,DIV,1,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 21511,
                "bottom": 21527,
                "left": 236,
                "right": 327,
                "width": 91,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Michael Hall",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-122-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,17,SECTION,0,DIV,2,DIV,1,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 21510,
                "bottom": 21527,
                "left": 254,
                "right": 327,
                "width": 73,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/michael-hall/\" rel=\"author\">",
              "nodeLabel": "Michael Hall",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-123-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,17,SECTION,0,DIV,2,DIV,2,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 21511,
                "bottom": 21527,
                "left": 450,
                "right": 557,
                "width": 107,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Emily McCullar",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-124-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,17,SECTION,0,DIV,2,DIV,2,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 21510,
                "bottom": 21527,
                "left": 468,
                "right": 557,
                "width": 89,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/emilymccullar/\" rel=\"author\">",
              "nodeLabel": "Emily McCullar",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-125-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,17,SECTION,0,DIV,2,DIV,3,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 21535,
                "bottom": 21551,
                "left": 664,
                "right": 753,
                "width": 89,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Peter Holley",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-126-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,17,SECTION,0,DIV,2,DIV,3,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 21534,
                "bottom": 21551,
                "left": 682,
                "right": 753,
                "width": 71,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/peter-holley/\" rel=\"author\">",
              "nodeLabel": "Peter Holley",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-127-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,18,SECTION,0,DIV,0,DIV,2,P,0,A",
              "selector": "div.issue-block__inner > div.issue-block__content-area > p > a.button",
              "boundingRect": {
                "top": 21914,
                "bottom": 21965,
                "left": 131,
                "right": 281,
                "width": 151,
                "height": 51
              },
              "snippet": "<a class=\"button\" href=\"https://subscription.texasmonthly.com/servlet/OrdersGateway?cds_mag_code=T…\">",
              "nodeLabel": "SUBSCRIBE",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 3.24 (foreground color: #ffffff, background color: #f75a38, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-128-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,0,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 22457,
                "bottom": 22473,
                "left": 22,
                "right": 125,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-129-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,0,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 22456,
                "bottom": 22473,
                "left": 40,
                "right": 125,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-130-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,1,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 22457,
                "bottom": 22473,
                "left": 294,
                "right": 397,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-131-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,1,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 22456,
                "bottom": 22473,
                "left": 312,
                "right": 397,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-132-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,2,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 22529,
                "bottom": 22545,
                "left": 566,
                "right": 669,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-133-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,2,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 22528,
                "bottom": 22545,
                "left": 584,
                "right": 669,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-134-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,3,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 22457,
                "bottom": 22473,
                "left": 838,
                "right": 941,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-135-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,3,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 22456,
                "bottom": 22473,
                "left": 856,
                "right": 941,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-136-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,4,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 22457,
                "bottom": 22473,
                "left": 1110,
                "right": 1213,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-137-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,4,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 22456,
                "bottom": 22473,
                "left": 1128,
                "right": 1213,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-138-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,5,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 22457,
                "bottom": 22473,
                "left": 1382,
                "right": 1485,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-139-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,5,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 22456,
                "bottom": 22473,
                "left": 1400,
                "right": 1485,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-140-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,6,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 22457,
                "bottom": 22473,
                "left": 1653,
                "right": 1757,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-141-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,6,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 22456,
                "bottom": 22473,
                "left": 1671,
                "right": 1757,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-142-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,7,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 22457,
                "bottom": 22473,
                "left": 1925,
                "right": 2029,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-143-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,7,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 22456,
                "bottom": 22473,
                "left": 1943,
                "right": 2029,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-144-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,8,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 22457,
                "bottom": 22473,
                "left": 2197,
                "right": 2301,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-145-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,8,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 22456,
                "bottom": 22473,
                "left": 2215,
                "right": 2301,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-146-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,9,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 22457,
                "bottom": 22473,
                "left": 2469,
                "right": 2573,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-147-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,9,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 22456,
                "bottom": 22473,
                "left": 2487,
                "right": 2573,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-148-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,10,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 22457,
                "bottom": 22473,
                "left": 2741,
                "right": 2845,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-149-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,10,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 22456,
                "bottom": 22473,
                "left": 2759,
                "right": 2845,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-150-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,11,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 22457,
                "bottom": 22473,
                "left": 3013,
                "right": 3116,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-151-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,11,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 22456,
                "bottom": 22473,
                "left": 3031,
                "right": 3116,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-152-P",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,12,ARTICLE,2,DIV,1,DIV,0,P",
              "selector": "article.tease-sm > div.tease-sm__text > div.tease-byline-container > p.tease-byline",
              "boundingRect": {
                "top": 22457,
                "bottom": 22473,
                "left": 3285,
                "right": 3388,
                "width": 103,
                "height": 16
              },
              "snippet": "<p class=\"tease-byline tease-sm__meta text-gray-500 my-auto font-rs-narrow text-sm f…\">",
              "nodeLabel": "By Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-153-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,19,SECTION,0,DIV,1,DIV,0,DIV,12,ARTICLE,2,DIV,1,DIV,0,P,1,A",
              "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
              "boundingRect": {
                "top": 22456,
                "bottom": 22473,
                "left": 3303,
                "right": 3388,
                "width": 85,
                "height": 17
              },
              "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 2.61 (foreground color: #a0a0a0, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-154-A",
              "path": "1,HTML,1,BODY,6,DIV,6,FOOTER,0,DIV,0,DIV,3,A",
              "selector": "footer.footer > div.mx-auto > div.mx-auto > a.button",
              "boundingRect": {
                "top": 22925,
                "bottom": 22976,
                "left": 110,
                "right": 302,
                "width": 193,
                "height": 51
              },
              "snippet": "<a href=\"https://subscription.texasmonthly.com/servlet/OrdersGateway?cds_mag_code=T…\" class=\"button\">",
              "nodeLabel": "SUBSCRIBE NOW",
              "explanation": "Fix any of the following:\n  Element has insufficient color contrast of 3.24 (foreground color: #ffffff, background color: #f75a38, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1"
            }
          }
        ],
        "debugData": {
          "type": "debugdata",
          "impact": "serious",
          "tags": [
            "cat.color",
            "wcag2aa",
            "wcag143",
            "TTv5",
            "TT13.c",
            "EN-301-549",
            "EN-9.1.4.3",
            "ACT",
            "RGAAv4",
            "RGAA-3.2.1"
          ]
        }
      }
    },
    "definition-list": {
      "id": "definition-list",
      "title": "`<dl>`'s contain only properly-ordered `<dt>` and `<dd>` groups, `<script>`, `<template>` or `<div>` elements.",
      "description": "When definition lists are not properly marked up, screen readers may produce confusing or inaccurate output. [Learn how to structure definition lists correctly](https://dequeuniversity.com/rules/axe/4.11/definition-list).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "dlitem": {
      "id": "dlitem",
      "title": "Definition list items are wrapped in `<dl>` elements",
      "description": "Definition list items (`<dt>` and `<dd>`) must be wrapped in a parent `<dl>` element to ensure that screen readers can properly announce them. [Learn how to structure definition lists correctly](https://dequeuniversity.com/rules/axe/4.11/dlitem).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "document-title": {
      "id": "document-title",
      "title": "Document has a `<title>` element",
      "description": "The title gives screen reader users an overview of the page, and search engine users rely on it heavily to determine if a page is relevant to their search. [Learn more about document titles](https://dequeuniversity.com/rules/axe/4.11/document-title).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "duplicate-id-aria": {
      "id": "duplicate-id-aria",
      "title": "ARIA IDs are unique",
      "description": "The value of an ARIA ID must be unique to prevent other instances from being overlooked by assistive technologies. [Learn how to fix duplicate ARIA IDs](https://dequeuniversity.com/rules/axe/4.11/duplicate-id-aria).",
      "score": 1,
      "scoreDisplayMode": "informative",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": [
          {
            "node": {
              "type": "node",
              "lhId": "1-178-INPUT",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,5,SECTION,0,DIV,2,DIV,0,DIV,1,FORM,0,DIV,0,DIV,0,DIV,0,DIV,1,INPUT",
              "selector": "div.newsletter__sticky > div.newsletter__row > div.newsletter__field > input#email",
              "boundingRect": {
                "top": 5943,
                "bottom": 6000,
                "left": 26,
                "right": 287,
                "width": 261,
                "height": 57
              },
              "snippet": "<input class=\"newsletter__input newsletter__input--light newsletter__input--checkbox\" type=\"email\" id=\"email\" placeholder=\"Email Address\" name=\"email\" aria-label=\"Email Address\">",
              "nodeLabel": "Email Address",
              "explanation": "Fix any of the following:\n  Document has multiple elements referenced with ARIA with the same id attribute: email"
            },
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-179-INPUT",
                    "path": "1,HTML,1,BODY,6,DIV,5,MAIN,10,SECTION,0,DIV,1,DIV,1,DIV,0,DIV,1,FORM,0,DIV,0,DIV,0,DIV,0,DIV,1,INPUT",
                    "selector": "div.newsletter__sticky > div.newsletter__row > div.newsletter__field > input#email",
                    "boundingRect": {
                      "top": 12457,
                      "bottom": 12514,
                      "left": 22,
                      "right": 285,
                      "width": 263,
                      "height": 57
                    },
                    "snippet": "<input class=\"newsletter__input newsletter__input--light newsletter__input--single\" type=\"email\" id=\"email\" placeholder=\"Email Address\" name=\"email\" aria-label=\"Email Address\">",
                    "nodeLabel": "Email Address"
                  }
                },
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-180-INPUT",
                    "path": "1,HTML,1,BODY,64,DIV,0,DIV,6,DIV,3,DIV,2,DIV,0,FORM,0,DIV,1,INPUT",
                    "selector": "div.txmo-login-form-container > form.txmo-login-form > div.relative > input#email",
                    "boundingRect": {
                      "top": 0,
                      "bottom": 0,
                      "left": 0,
                      "right": 0,
                      "width": 0,
                      "height": 0
                    },
                    "snippet": "<input type=\"email\" id=\"email\" name=\"email\" placeholder=\" \" autocomplete=\"email\" required=\"\" class=\"peer block w-full border border-gray-400 px-4 py-4 lg:py-[18px] font-rs-na…\">",
                    "nodeLabel": "div.txmo-login-form-container > form.txmo-login-form > div.relative > input#email"
                  }
                }
              ]
            }
          }
        ],
        "debugData": {
          "type": "debugdata",
          "impact": "critical",
          "tags": [
            "cat.parsing",
            "wcag2a",
            "wcag412",
            "EN-301-549",
            "EN-9.4.1.2",
            "RGAAv4",
            "RGAA-8.2.1"
          ]
        }
      }
    },
    "empty-heading": {
      "id": "empty-heading",
      "title": "All heading elements contain content.",
      "description": "A heading with no content or inaccessible text prevent screen reader users from accessing information on the page's structure. [Learn more about headings](https://dequeuniversity.com/rules/axe/4.11/empty-heading).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "form-field-multiple-labels": {
      "id": "form-field-multiple-labels",
      "title": "No form fields have multiple labels",
      "description": "Form fields with multiple labels can be confusingly announced by assistive technologies like screen readers which use either the first, the last, or all of the labels. [Learn how to use form labels](https://dequeuniversity.com/rules/axe/4.11/form-field-multiple-labels).",
      "score": 1,
      "scoreDisplayMode": "informative",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": [
          {
            "node": {
              "type": "node",
              "lhId": "1-178-INPUT",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,5,SECTION,0,DIV,2,DIV,0,DIV,1,FORM,0,DIV,0,DIV,0,DIV,0,DIV,1,INPUT",
              "selector": "div.newsletter__sticky > div.newsletter__row > div.newsletter__field > input#email",
              "boundingRect": {
                "top": 5943,
                "bottom": 6000,
                "left": 26,
                "right": 287,
                "width": 261,
                "height": 57
              },
              "snippet": "<input class=\"newsletter__input newsletter__input--light newsletter__input--checkbox\" type=\"email\" id=\"email\" placeholder=\"Email Address\" name=\"email\" aria-label=\"Email Address\">",
              "nodeLabel": "Email Address",
              "explanation": "Fix all of the following:\n  Multiple label elements is not widely supported in assistive technologies. Ensure the first label contains all necessary information."
            },
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-181-LABEL",
                    "path": "1,HTML,1,BODY,6,DIV,5,MAIN,5,SECTION,0,DIV,2,DIV,0,DIV,1,FORM,0,DIV,0,DIV,0,DIV,0,DIV,0,LABEL",
                    "selector": "div.newsletter__sticky > div.newsletter__row > div.newsletter__field > label.newsletter__label",
                    "boundingRect": {
                      "top": 5963,
                      "bottom": 5980,
                      "left": 26,
                      "right": 26,
                      "width": 0,
                      "height": 17
                    },
                    "snippet": "<label class=\"newsletter__label newsletter__label--light\" for=\"email\">",
                    "nodeLabel": "EMAIL ADDRESS"
                  }
                },
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-182-LABEL",
                    "path": "1,HTML,1,BODY,6,DIV,5,MAIN,10,SECTION,0,DIV,1,DIV,1,DIV,0,DIV,1,FORM,0,DIV,0,DIV,0,DIV,0,DIV,0,LABEL",
                    "selector": "div.newsletter__sticky > div.newsletter__row > div.newsletter__field > label.newsletter__label",
                    "boundingRect": {
                      "top": 12477,
                      "bottom": 12494,
                      "left": 22,
                      "right": 22,
                      "width": 0,
                      "height": 17
                    },
                    "snippet": "<label class=\"newsletter__label newsletter__label--light\" for=\"email\">",
                    "nodeLabel": "EMAIL ADDRESS"
                  }
                }
              ]
            }
          }
        ],
        "debugData": {
          "type": "debugdata",
          "impact": "moderate",
          "tags": [
            "cat.forms",
            "wcag2a",
            "wcag332",
            "TTv5",
            "TT5.c",
            "EN-301-549",
            "EN-9.3.3.2",
            "RGAAv4",
            "RGAA-11.2.1"
          ]
        }
      }
    },
    "frame-title": {
      "id": "frame-title",
      "title": "`<frame>` or `<iframe>` elements have a title",
      "description": "Screen reader users rely on frame titles to describe the contents of frames. [Learn more about frame titles](https://dequeuniversity.com/rules/axe/4.11/frame-title).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "heading-order": {
      "id": "heading-order",
      "title": "Heading elements appear in a sequentially-descending order",
      "description": "Properly ordered headings that do not skip levels convey the semantic structure of the page, making it easier to navigate and understand when using assistive technologies. [Learn more about heading order](https://dequeuniversity.com/rules/axe/4.11/heading-order).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "html-has-lang": {
      "id": "html-has-lang",
      "title": "`<html>` element has a `[lang]` attribute",
      "description": "If a page doesn't specify a `lang` attribute, a screen reader assumes that the page is in the default language that the user chose when setting up the screen reader. If the page isn't actually in the default language, then the screen reader might not announce the page's text correctly. [Learn more about the `lang` attribute](https://dequeuniversity.com/rules/axe/4.11/html-has-lang).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "html-lang-valid": {
      "id": "html-lang-valid",
      "title": "`<html>` element has a valid value for its `[lang]` attribute",
      "description": "Specifying a valid [BCP 47 language](https://www.w3.org/International/questions/qa-choosing-language-tags#question) helps screen readers announce text properly. [Learn how to use the `lang` attribute](https://dequeuniversity.com/rules/axe/4.11/html-lang-valid).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "html-xml-lang-mismatch": {
      "id": "html-xml-lang-mismatch",
      "title": "`<html>` element has an `[xml:lang]` attribute with the same base language as the `[lang]` attribute.",
      "description": "If the webpage does not specify a consistent language, then the screen reader might not announce the page's text correctly. [Learn more about the `lang` attribute](https://dequeuniversity.com/rules/axe/4.11/html-xml-lang-mismatch).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "identical-links-same-purpose": {
      "id": "identical-links-same-purpose",
      "title": "Identical links have the same purpose.",
      "description": "Links with the same destination should have the same description, to help users understand the link's purpose and decide whether to follow it. [Learn more about identical links](https://dequeuniversity.com/rules/axe/4.11/identical-links-same-purpose).",
      "score": 1,
      "scoreDisplayMode": "informative",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": [
          {
            "node": {
              "type": "node",
              "lhId": "1-183-A",
              "path": "1,HTML,1,BODY,6,DIV,2,NAV,0,DIV,1,DIV,0,A",
              "selector": "nav#nav--main > div.nav__inner-wrapper > div.nav__logo-wrapper > a.nav__logo",
              "boundingRect": {
                "top": 11,
                "bottom": 41,
                "left": 50,
                "right": 170,
                "width": 120,
                "height": 30
              },
              "snippet": "<a class=\"nav__logo\" href=\"https://www.texasmonthly.com\">",
              "nodeLabel": "Texas Monthly",
              "explanation": "Fix all of the following:\n  Check that links have the same purpose, or are intentionally ambiguous."
            },
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-23-A",
                    "path": "1,HTML,1,BODY,6,DIV,5,MAIN,3,SECTION,0,DIV,1,DIV,0,DIV,0,ARTICLE,2,DIV,1,DIV,0,P,1,A",
                    "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
                    "boundingRect": {
                      "top": 3145,
                      "bottom": 3162,
                      "left": 40,
                      "right": 125,
                      "width": 85,
                      "height": 17
                    },
                    "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
                    "nodeLabel": "Texas Monthly"
                  }
                },
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-69-A",
                    "path": "1,HTML,1,BODY,6,DIV,5,MAIN,9,SECTION,0,DIV,7,ARTICLE,2,DIV,1,DIV,0,P,1,A",
                    "selector": "div.tease-sm__text > div.tease-byline-container > p.tease-byline > a",
                    "boundingRect": {
                      "top": 11245,
                      "bottom": 11262,
                      "left": 40,
                      "right": 125,
                      "width": 85,
                      "height": 17
                    },
                    "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
                    "nodeLabel": "Texas Monthly"
                  }
                },
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-73-A",
                    "path": "1,HTML,1,BODY,6,DIV,5,MAIN,10,SECTION,0,DIV,1,DIV,0,DIV,1,ARTICLE,1,DIV,3,DIV,0,P,1,A",
                    "selector": "div.tease-md__text > div.tease-byline-container > p.tease-byline > a",
                    "boundingRect": {
                      "top": 12198,
                      "bottom": 12215,
                      "left": 40,
                      "right": 125,
                      "width": 85,
                      "height": 17
                    },
                    "snippet": "<a href=\"/contributors/texas-monthly/\" rel=\"author\">",
                    "nodeLabel": "Texas Monthly"
                  }
                }
              ]
            }
          }
        ],
        "debugData": {
          "type": "debugdata",
          "impact": "minor",
          "tags": [
            "cat.semantics",
            "wcag2aaa",
            "wcag249"
          ]
        }
      }
    },
    "image-alt": {
      "id": "image-alt",
      "title": "Image elements have `[alt]` attributes",
      "description": "Informative elements should aim for short, descriptive alternate text. Decorative elements can be ignored with an empty alt attribute. [Learn more about the `alt` attribute](https://dequeuniversity.com/rules/axe/4.11/image-alt).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "image-redundant-alt": {
      "id": "image-redundant-alt",
      "title": "Image elements do not have `[alt]` attributes that are redundant text.",
      "description": "Informative elements should aim for short, descriptive alternative text. Alternative text that is exactly the same as the text adjacent to the link or image is potentially confusing for screen reader users, because the text will be read twice. [Learn more about the `alt` attribute](https://dequeuniversity.com/rules/axe/4.11/image-redundant-alt).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "input-button-name": {
      "id": "input-button-name",
      "title": "Input buttons have discernible text.",
      "description": "Adding discernable and accessible text to input buttons may help screen reader users understand the purpose of the input button. [Learn more about input buttons](https://dequeuniversity.com/rules/axe/4.11/input-button-name).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "input-image-alt": {
      "id": "input-image-alt",
      "title": "`<input type=\"image\">` elements have `[alt]` text",
      "description": "When an image is being used as an `<input>` button, providing alternative text can help screen reader users understand the purpose of the button. [Learn about input image alt text](https://dequeuniversity.com/rules/axe/4.11/input-image-alt).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "label-content-name-mismatch": {
      "id": "label-content-name-mismatch",
      "title": "Elements with visible text labels do not have matching accessible names.",
      "description": "Visible text labels that do not match the accessible name can result in a confusing experience for screen reader users. [Learn more about accessible names](https://dequeuniversity.com/rules/axe/4.11/label-content-name-mismatch).",
      "score": 0,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": [
          {
            "node": {
              "type": "node",
              "lhId": "1-33-BUTTON",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,5,SECTION,0,DIV,2,DIV,0,DIV,1,FORM,0,DIV,0,DIV,0,DIV,1,BUTTON",
              "selector": "div.newsletter__fields > div.newsletter__sticky > div.newsletter__row > button.newsletter__submit",
              "boundingRect": {
                "top": 5943,
                "bottom": 6000,
                "left": 287,
                "right": 392,
                "width": 105,
                "height": 57
              },
              "snippet": "<button type=\"submit\" class=\"newsletter__submit \" aria-label=\"Submit Email Address\">",
              "nodeLabel": "SIGN UP",
              "explanation": "Fix any of the following:\n  Text inside the element is not included in the accessible name"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-74-BUTTON",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,10,SECTION,0,DIV,1,DIV,1,DIV,0,DIV,1,FORM,0,DIV,0,DIV,0,DIV,1,BUTTON",
              "selector": "div.newsletter__fields > div.newsletter__sticky > div.newsletter__row > button.newsletter__submit",
              "boundingRect": {
                "top": 12457,
                "bottom": 12514,
                "left": 285,
                "right": 390,
                "width": 105,
                "height": 57
              },
              "snippet": "<button type=\"submit\" class=\"newsletter__submit \" aria-label=\"Submit Email Address\">",
              "nodeLabel": "SIGN UP",
              "explanation": "Fix any of the following:\n  Text inside the element is not included in the accessible name"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-155-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,13,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,1,DIV,0,ARTICLE,0,A",
              "selector": "div.video-block__column-wrapper > div.video-block__right-col > article.tease-sm > a.tease-sm__image",
              "boundingRect": {
                "top": 14695,
                "bottom": 14915,
                "left": 22,
                "right": 390,
                "width": 368,
                "height": 221
              },
              "snippet": "<a class=\"tease-sm__image img-wrapper__obj-fit cover \" aria-label=\"Houston’s Harper Watters Is a Boundary-Breaking Ballet Star\" href=\"https://www.texasmonthly.com/video/video-harper-watters-ballet-star/\">",
              "nodeLabel": " 10:23",
              "explanation": "Fix any of the following:\n  Text inside the element is not included in the accessible name"
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-156-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,13,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,1,DIV,1,ARTICLE,0,A",
              "selector": "div.video-block__column-wrapper > div.video-block__right-col > article.tease-sm > a.tease-sm__image",
              "boundingRect": {
                "top": 15060,
                "bottom": 15281,
                "left": 22,
                "right": 390,
                "width": 368,
                "height": 221
              },
              "snippet": "<a class=\"tease-sm__image img-wrapper__obj-fit cover \" aria-label=\"Palo Duro Canyon’s ‘Texas’ Is More Than a Musical\" href=\"https://www.texasmonthly.com/video/palo-duro-canyons-texas-is-more-than-a-…\">",
              "nodeLabel": " 6:29",
              "explanation": "Fix any of the following:\n  Text inside the element is not included in the accessible name"
            }
          }
        ],
        "debugData": {
          "type": "debugdata",
          "impact": "serious",
          "tags": [
            "cat.semantics",
            "wcag21a",
            "wcag253",
            "EN-301-549",
            "EN-9.2.5.3",
            "RGAAv4",
            "RGAA-6.1.5",
            "experimental"
          ]
        }
      }
    },
    "label": {
      "id": "label",
      "title": "Form elements have associated labels",
      "description": "Labels ensure that form controls are announced properly by assistive technologies, like screen readers. [Learn more about form element labels](https://dequeuniversity.com/rules/axe/4.11/label).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "landmark-one-main": {
      "id": "landmark-one-main",
      "title": "Document has a main landmark.",
      "description": "One main landmark helps screen reader users navigate a web page. [Learn more about landmarks](https://dequeuniversity.com/rules/axe/4.11/landmark-one-main).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "link-name": {
      "id": "link-name",
      "title": "Links do not have a discernible name",
      "description": "Link text (and alternate text for images, when used as links) that is discernible, unique, and focusable improves the navigation experience for screen reader users. [Learn how to make links accessible](https://dequeuniversity.com/rules/axe/4.11/link-name).",
      "score": 0,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": [
          {
            "node": {
              "type": "node",
              "lhId": "1-157-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,4,SECTION,0,DIV,1,DIV,1,DIV,1,DIV,0,DIV,0,A",
              "selector": "div.mx-5 > div.mx-auto > div.issue-cover > a",
              "boundingRect": {
                "top": 3843,
                "bottom": 4019,
                "left": 60,
                "right": 196,
                "width": 136,
                "height": 176
              },
              "snippet": "<a href=\"https://www.texasmonthly.com/issue/april-2026/\">",
              "nodeLabel": "div.mx-5 > div.mx-auto > div.issue-cover > a",
              "explanation": "Fix all of the following:\n  Element is in tab order and does not have accessible text\n\nFix any of the following:\n  Element does not have text that is visible to screen readers\n  aria-label attribute does not exist or is empty\n  aria-labelledby attribute does not exist, references elements that do not exist or references elements that are empty\n  Element has no title attribute"
            }
          }
        ],
        "debugData": {
          "type": "debugdata",
          "impact": "serious",
          "tags": [
            "cat.name-role-value",
            "wcag2a",
            "wcag244",
            "wcag412",
            "section508",
            "section508.22.a",
            "TTv5",
            "TT6.a",
            "EN-301-549",
            "EN-9.2.4.4",
            "EN-9.4.1.2",
            "ACT",
            "RGAAv4",
            "RGAA-6.2.1"
          ]
        }
      }
    },
    "link-in-text-block": {
      "id": "link-in-text-block",
      "title": "Links are distinguishable without relying on color.",
      "description": "Low-contrast text is difficult or impossible for many users to read. Link text that is discernible improves the experience for users with low vision. [Learn how to make links distinguishable](https://dequeuniversity.com/rules/axe/4.11/link-in-text-block).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "list": {
      "id": "list",
      "title": "Lists do not contain only `<li>` elements and script supporting elements (`<script>` and `<template>`).",
      "description": "Screen readers have a specific way of announcing lists. Ensuring proper list structure aids screen reader output. [Learn more about proper list structure](https://dequeuniversity.com/rules/axe/4.11/list).",
      "score": 0,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": [
          {
            "node": {
              "type": "node",
              "lhId": "1-158-UL",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,5,SECTION,0,DIV,2,DIV,0,DIV,1,FORM,0,DIV,1,UL",
              "selector": "div.newsletter-form > form.form > div.newsletter__fields > ul.newsletter__lists",
              "boundingRect": {
                "top": 5530,
                "bottom": 5931,
                "left": 26,
                "right": 392,
                "width": 366,
                "height": 400
              },
              "snippet": "<ul class=\"newsletter__lists newsletter__lists--checkbox\">",
              "nodeLabel": "TM TODAY\nAll our stories in one daily email.\nTRUE CRIME\nGripping Texas crime st…",
              "explanation": "Fix all of the following:\n  List element has direct children that are not allowed: label"
            },
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-159-LABEL",
                    "path": "1,HTML,1,BODY,6,DIV,5,MAIN,5,SECTION,0,DIV,2,DIV,0,DIV,1,FORM,0,DIV,1,UL,0,LABEL",
                    "selector": "form.form > div.newsletter__fields > ul.newsletter__lists > label.checkbox",
                    "boundingRect": {
                      "top": 5530,
                      "bottom": 5607,
                      "left": 26,
                      "right": 392,
                      "width": 366,
                      "height": 77
                    },
                    "snippet": "<label class=\"checkbox\" for=\"cs-tm-today\">",
                    "nodeLabel": "TM TODAY\nAll our stories in one daily email."
                  }
                },
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-160-LABEL",
                    "path": "1,HTML,1,BODY,6,DIV,5,MAIN,5,SECTION,0,DIV,2,DIV,0,DIV,1,FORM,0,DIV,1,UL,1,LABEL",
                    "selector": "form.form > div.newsletter__fields > ul.newsletter__lists > label.checkbox",
                    "boundingRect": {
                      "top": 5607,
                      "bottom": 5683,
                      "left": 26,
                      "right": 392,
                      "width": 366,
                      "height": 76
                    },
                    "snippet": "<label class=\"checkbox\" for=\"cs-true-crime\">",
                    "nodeLabel": "TRUE CRIME\nGripping Texas crime stories sent biweekly."
                  }
                },
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-161-LABEL",
                    "path": "1,HTML,1,BODY,6,DIV,5,MAIN,5,SECTION,0,DIV,2,DIV,0,DIV,1,FORM,0,DIV,1,UL,2,LABEL",
                    "selector": "form.form > div.newsletter__fields > ul.newsletter__lists > label.checkbox",
                    "boundingRect": {
                      "top": 5683,
                      "bottom": 5759,
                      "left": 26,
                      "right": 392,
                      "width": 366,
                      "height": 76
                    },
                    "snippet": "<label class=\"checkbox\" for=\"cs-bbq-newsletter\">",
                    "nodeLabel": "BBQ\n’Cue news, recipes & reviews."
                  }
                }
              ]
            }
          }
        ],
        "debugData": {
          "type": "debugdata",
          "impact": "serious",
          "tags": [
            "cat.structure",
            "wcag2a",
            "wcag131",
            "EN-301-549",
            "EN-9.1.3.1",
            "RGAAv4",
            "RGAA-9.3.1"
          ]
        }
      }
    },
    "listitem": {
      "id": "listitem",
      "title": "List items (`<li>`) are contained within `<ul>`, `<ol>` or `<menu>` parent elements",
      "description": "Screen readers require list items (`<li>`) to be contained within a parent `<ul>`, `<ol>` or `<menu>` to be announced properly. [Learn more about proper list structure](https://dequeuniversity.com/rules/axe/4.11/listitem).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "meta-refresh": {
      "id": "meta-refresh",
      "title": "The document does not use `<meta http-equiv=\"refresh\">`",
      "description": "Users do not expect a page to refresh automatically, and doing so will move focus back to the top of the page. This may create a frustrating or confusing experience. [Learn more about the refresh meta tag](https://dequeuniversity.com/rules/axe/4.11/meta-refresh).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "meta-viewport": {
      "id": "meta-viewport",
      "title": "`[user-scalable=\"no\"]` is not used in the `<meta name=\"viewport\">` element and the `[maximum-scale]` attribute is not less than 5.",
      "description": "Disabling zooming is problematic for users with low vision who rely on screen magnification to properly see the contents of a web page. [Learn more about the viewport meta tag](https://dequeuniversity.com/rules/axe/4.11/meta-viewport).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "object-alt": {
      "id": "object-alt",
      "title": "`<object>` elements have alternate text",
      "description": "Screen readers cannot translate non-text content. Adding alternate text to `<object>` elements helps screen readers convey meaning to users. [Learn more about alt text for `object` elements](https://dequeuniversity.com/rules/axe/4.11/object-alt).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "select-name": {
      "id": "select-name",
      "title": "Select elements have associated label elements.",
      "description": "Form elements without effective labels can create frustrating experiences for screen reader users. [Learn more about the `select` element](https://dequeuniversity.com/rules/axe/4.11/select-name).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "skip-link": {
      "id": "skip-link",
      "title": "Skip links are focusable.",
      "description": "Including a skip link can help users skip to the main content to save time. [Learn more about skip links](https://dequeuniversity.com/rules/axe/4.11/skip-link).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "tabindex": {
      "id": "tabindex",
      "title": "No element has a `[tabindex]` value greater than 0",
      "description": "A value greater than 0 implies an explicit navigation ordering. Although technically valid, this often creates frustrating experiences for users who rely on assistive technologies. [Learn more about the `tabindex` attribute](https://dequeuniversity.com/rules/axe/4.11/tabindex).",
      "score": 1,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": []
      }
    },
    "table-duplicate-name": {
      "id": "table-duplicate-name",
      "title": "Tables have different content in the summary attribute and `<caption>`.",
      "description": "The summary attribute should describe the table structure, while `<caption>` should have the onscreen title. Accurate table mark-up helps users of screen readers. [Learn more about summary and caption](https://dequeuniversity.com/rules/axe/4.11/table-duplicate-name).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "table-fake-caption": {
      "id": "table-fake-caption",
      "title": "Tables use `<caption>` instead of cells with the `[colspan]` attribute to indicate a caption.",
      "description": "Screen readers have features to make navigating tables easier. Ensuring that tables use the actual caption element instead of cells with the `[colspan]` attribute may improve the experience for screen reader users. [Learn more about captions](https://dequeuniversity.com/rules/axe/4.11/table-fake-caption).",
      "score": null,
      "scoreDisplayMode": "notApplicable"
    },
    "target-size": {
      "id": "target-size",
      "title": "Touch targets do not have sufficient size or spacing.",
      "description": "Touch targets with sufficient size and spacing help users who may have difficulty targeting small controls to activate the targets. [Learn more about touch targets](https://dequeuniversity.com/rules/axe/4.11/target-size).",
      "score": 0,
      "scoreDisplayMode": "binary",
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "node",
            "valueType": "node",
            "subItemsHeading": {
              "key": "relatedNode",
              "valueType": "node"
            },
            "label": "Failing Elements"
          }
        ],
        "items": [
          {
            "node": {
              "type": "node",
              "lhId": "1-162-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,6,SECTION,0,DIV,1,ARTICLE,1,DIV,0,DIV,0,A",
              "selector": "article.tease-lg > div.tease-lg__text > div.tease-lg__tease-kicker-wrapper > a.tease-lg__kicker-link",
              "boundingRect": {
                "top": 6469,
                "bottom": 6482,
                "left": 22,
                "right": 195,
                "width": 173,
                "height": 13
              },
              "snippet": "<a href=\"https://www.texasmonthly.com/category/border-immigration/\" class=\"tease-lg__kicker-link tease-kicker\">",
              "nodeLabel": "BORDER & IMMIGRATION",
              "explanation": "Fix any of the following:\n  Target has insufficient size (173px by 13px, should be at least 24px by 24px)\n  Target has insufficient space to its closest neighbors. Safe clickable space has a diameter of 19px instead of at least 24px."
            },
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "relatedNode": {
                    "type": "node",
                    "lhId": "1-163-A",
                    "path": "1,HTML,1,BODY,6,DIV,5,MAIN,6,SECTION,0,DIV,1,ARTICLE,1,DIV,1,H2,0,A",
                    "selector": "article.tease-lg > div.tease-lg__text > h2.tease-title > a",
                    "boundingRect": {
                      "top": 6485,
                      "bottom": 6595,
                      "left": 22,
                      "right": 303,
                      "width": 281,
                      "height": 110
                    },
                    "snippet": "<a href=\"https://www.texasmonthly.com/news-politics/right-wing-catholic-social-teac…\">",
                    "nodeLabel": "The Texas GOP’s Attack on Catholicism"
                  }
                }
              ]
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "1-164-A",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,8,SECTION,0,DIV,1,DIV,0,DIV,0,ARTICLE,1,DIV,0,DIV,0,A",
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      "description": "Screen readers have features to make navigating tables easier. Ensuring table headers always refer to some set of cells may improve the experience for screen reader users. [Learn more about table headers](https://dequeuniversity.com/rules/axe/4.11/th-has-data-cells).",
      "score": null,
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      "description": "When a video provides a caption it is easier for deaf and hearing impaired users to access its information. [Learn more about video captions](https://dequeuniversity.com/rules/axe/4.11/video-caption).",
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    "custom-controls-labels": {
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      "description": "Custom interactive controls have associated labels, provided by aria-label or aria-labelledby. [Learn more about custom controls and labels](https://developer.chrome.com/docs/lighthouse/accessibility/custom-controls-labels/).",
      "score": null,
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      "score": null,
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    "focus-traps": {
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      "score": null,
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    "focusable-controls": {
      "id": "focusable-controls",
      "title": "Interactive controls are keyboard focusable",
      "description": "Custom interactive controls are keyboard focusable and display a focus indicator. [Learn how to make custom controls focusable](https://developer.chrome.com/docs/lighthouse/accessibility/focusable-controls/).",
      "score": null,
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    "interactive-element-affordance": {
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      "description": "Interactive elements, such as links and buttons, should indicate their state and be distinguishable from non-interactive elements. [Learn how to decorate interactive elements with affordance hints](https://developer.chrome.com/docs/lighthouse/accessibility/interactive-element-affordance/).",
      "score": null,
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      "score": null,
      "scoreDisplayMode": "manual"
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      "description": "If new content, such as a dialog, is added to the page, the user's focus is directed to it. [Learn how to direct focus to new content](https://developer.chrome.com/docs/lighthouse/accessibility/managed-focus/).",
      "score": null,
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      "description": "Offscreen content is hidden with display: none or aria-hidden=true. [Learn how to properly hide offscreen content](https://developer.chrome.com/docs/lighthouse/accessibility/offscreen-content-hidden/).",
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      "description": "Landmark elements (`<main>`, `<nav>`, etc.) are used to improve the keyboard navigation of the page for assistive technology. [Learn more about landmark elements](https://developer.chrome.com/docs/lighthouse/accessibility/use-landmarks/).",
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      "description": "Minifying CSS files can reduce network payload sizes. [Learn how to minify CSS](https://developer.chrome.com/docs/lighthouse/performance/unminified-css/).",
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      "id": "unminified-javascript",
      "title": "Minify JavaScript",
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            "totalBytes": 0,
            "wastedBytes": 0
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          {
            "url": "https://cdn.doubleverify.com/dvtp_src.js#t2te=0&seltag=1&adsrv=104&cmp=DV1482369&ctx=35313016&sadv=5990885422&ord=3969691610&litm=7209987597&scrt=138551821857&splc=/78559425/TexasMonthly.com/home&adu=78639065&unit=300x250&dvp_qtpid=&dvp_qtsid=&gdpr=0&gdpr_consent=&btreg=7209987597138551821857&btadsrv=7209987597138551821857&dvp_pubaap=0&dvp_uptbcid=1.9.0",
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            "wastedBytes": 0
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          {
            "url": "https://cdn.doubleverify.com/dvtp_src.js#t2te=0&seltag=1&adsrv=104&cmp=DV1482369&ctx=35313016&sadv=5990885422&ord=3969691610&litm=7209987597&scrt=138551820213&splc=/78559425/TexasMonthly.com/home&adu=78639065&unit=320x50&dvp_qtpid=&dvp_qtsid=&gdpr=0&gdpr_consent=&btreg=7209987597138551820213&btadsrv=7209987597138551820213&dvp_pubaap=0&dvp_uptbcid=1.9.0",
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          {
            "url": "https://cdn.doubleverify.com/dvtp_src.js#t2te=0&seltag=1&adsrv=104&cmp=DV1482369&ctx=35313016&sadv=5990885422&ord=3969691610&litm=7209987597&scrt=138551820216&splc=/78559425/TexasMonthly.com/home&adu=78639065&unit=320x50&dvp_qtpid=&dvp_qtsid=&gdpr=0&gdpr_consent=&btreg=7209987597138551820216&btadsrv=7209987597138551820216&dvp_pubaap=0&dvp_uptbcid=1.9.0",
            "cacheLifetimeMs": 900000,
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            "wastedBytes": 0
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          {
            "url": "https://tpc.googlesyndication.com/pagead/js/r20260421/r20110914/client/window_focus_fy2021.js",
            "cacheLifetimeMs": 1209600000,
            "totalBytes": 0,
            "wastedBytes": 0
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          {
            "url": "https://tpc.googlesyndication.com/pagead/js/r20260422/r20110914/client/window_focus_fy2021.js",
            "cacheLifetimeMs": 1209600000,
            "totalBytes": 0,
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        ],
        "sortedBy": [
          "wastedBytes"
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        "skipSumming": [
          "cacheLifetimeMs"
        ],
        "debugData": {
          "type": "debugdata",
          "wastedBytes": 772044.0162081007
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      },
      "guidanceLevel": 3
    },
    "cls-culprits-insight": {
      "id": "cls-culprits-insight",
      "title": "Layout shift culprits",
      "description": "Layout shifts occur when elements move absent any user interaction. [Investigate the causes of layout shifts](https://developer.chrome.com/docs/performance/insights/cls-culprit), such as elements being added, removed, or their fonts changing as the page loads.",
      "score": 1,
      "scoreDisplayMode": "informative",
      "metricSavings": {
        "CLS": 0
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      "details": {
        "type": "list",
        "items": [
          {
            "type": "table",
            "headings": [
              {
                "key": "node",
                "valueType": "node",
                "subItemsHeading": {
                  "key": "extra"
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                "label": "Element"
              },
              {
                "key": "score",
                "valueType": "numeric",
                "subItemsHeading": {
                  "key": "cause",
                  "valueType": "text"
                },
                "granularity": 0.001,
                "label": "Layout shift score"
              }
            ],
            "items": [
              {
                "node": {
                  "type": "text",
                  "value": "Total"
                },
                "score": 0.051223
              },
              {
                "node": {
                  "type": "node",
                  "lhId": "page-13-SECTION",
                  "path": "1,HTML,1,BODY,6,DIV,5,MAIN,1,SECTION",
                  "selector": "body.home > div.site-wrapper > main > section.section-block",
                  "boundingRect": {
                    "top": 97,
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                    "left": 0,
                    "right": 412,
                    "width": 412,
                    "height": 2384
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                  "snippet": "<section class=\"section-block homepage-hero first-block \">",
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                },
                "score": 0.051223
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            ]
          }
        ]
      },
      "guidanceLevel": 3
    },
    "document-latency-insight": {
      "id": "document-latency-insight",
      "title": "Document request latency",
      "description": "Your first network request is the most important. [Reduce its latency](https://developer.chrome.com/docs/performance/insights/document-latency) by avoiding redirects, ensuring a fast server response, and enabling text compression.",
      "score": 0,
      "scoreDisplayMode": "metricSavings",
      "displayValue": "Est savings of 190 ms",
      "metricSavings": {
        "FCP": 200,
        "LCP": 200
      },
      "details": {
        "type": "checklist",
        "items": {
          "noRedirects": {
            "label": "Had redirects (1 redirects, +186 ms)",
            "value": false
          },
          "serverResponseIsFast": {
            "label": "Server responds quickly (observed 54 ms)",
            "value": true
          },
          "usesCompression": {
            "label": "Applies text compression",
            "value": true
          }
        },
        "debugData": {
          "type": "debugdata",
          "redirectDuration": 186,
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          "wastedBytes": 0
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      },
      "guidanceLevel": 3
    },
    "dom-size-insight": {
      "id": "dom-size-insight",
      "title": "Optimize DOM size",
      "description": "A large DOM can increase the duration of style calculations and layout reflows, impacting page responsiveness. A large DOM will also increase memory usage. [Learn how to avoid an excessive DOM size](https://developer.chrome.com/docs/performance/insights/dom-size).",
      "score": 1,
      "scoreDisplayMode": "informative",
      "numericValue": 2864,
      "numericUnit": "element",
      "metricSavings": {
        "INP": 0
      },
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "statistic",
            "valueType": "text",
            "label": "Statistic"
          },
          {
            "key": "node",
            "valueType": "node",
            "label": "Element"
          },
          {
            "key": "value",
            "valueType": "numeric",
            "label": "Value"
          }
        ],
        "items": [
          {
            "statistic": "Total elements",
            "value": {
              "type": "numeric",
              "granularity": 1,
              "value": 2864
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          },
          {
            "statistic": "DOM depth",
            "node": {
              "type": "node",
              "lhId": "page-26-DIV",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,13,SECTION,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,ARTICLE,0,DIV,1,DIV,1,DIV,11,DIV,2,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV",
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              "boundingRect": {
                "top": 0,
                "bottom": 0,
                "left": 0,
                "right": 0,
                "width": 0,
                "height": 0
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              "snippet": "<div class=\"jw-timesegment-bar jw-rail jw-timesegment-background jw-reset\">",
              "nodeLabel": "div.jw-timesegment > div.jw-timesegment-resetter > div.jw-timesegment-container > div.jw-timesegment-bar"
            },
            "value": {
              "type": "numeric",
              "granularity": 1,
              "value": 22
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          },
          {
            "statistic": "Most children",
            "node": {
              "type": "node",
              "lhId": "page-25-BODY",
              "path": "1,HTML,1,BODY",
              "selector": "body.home",
              "boundingRect": {
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                "bottom": 823,
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                "right": 412,
                "width": 412,
                "height": 823
              },
              "snippet": "<body class=\"home page-template page-template-template-section page-template-template-s…\" style=\"--scrollbar-width: 0px;\">",
              "nodeLabel": "body.home"
            },
            "value": {
              "type": "numeric",
              "granularity": 1,
              "value": 70
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          }
        ],
        "debugData": {
          "type": "debugdata",
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      },
      "guidanceLevel": 3
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      "id": "duplicated-javascript-insight",
      "title": "Duplicated JavaScript",
      "description": "Remove large, [duplicate JavaScript modules](https://developer.chrome.com/docs/performance/insights/duplicated-javascript) from bundles to reduce unnecessary bytes consumed by network activity.",
      "score": null,
      "scoreDisplayMode": "error",
      "errorMessage": "duplication.values.flatMap is not a function or its return value is not iterable",
      "errorStack": "TypeError: duplication.values.flatMap is not a function or its return value is not iterable\n    at Module.generateInsight (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/insights/DuplicatedJavaScript.js:59:61)\n    at #computeInsightSet (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/Processor.js:369:33)\n    at #computeInsightsForNavigation (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/Processor.js:513:32)\n    at #computeInsights (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/Processor.js:445:47)\n    at TraceProcessor.parse (file:///usr/local/lib/node_modules/lighthouse/node_modules/@paulirish/trace_engine/models/trace/Processor.js:126:38)\n    at async TraceEngineResult.runTraceEngine (file:///usr/local/lib/node_modules/lighthouse/core/computed/trace-engine-result.js:43:5)\n    at async TraceEngineResult.compute_ (file:///usr/local/lib/node_modules/lighthouse/core/computed/trace-engine-result.js:256:7)",
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      "id": "font-display-insight",
      "title": "Font display",
      "description": "Consider setting [font-display](https://developer.chrome.com/docs/performance/insights/font-display) to swap or optional to ensure text is consistently visible. swap can be further optimized to mitigate layout shifts with [font metric overrides](https://developer.chrome.com/blog/font-fallbacks).",
      "score": 1,
      "scoreDisplayMode": "metricSavings",
      "metricSavings": {
        "INP": 0
      },
      "details": {
        "type": "table",
        "headings": [
          {
            "key": "url",
            "valueType": "url",
            "label": "URL"
          },
          {
            "key": "wastedMs",
            "valueType": "ms",
            "label": "Est Savings"
          }
        ],
        "items": [],
        "skipSumming": [
          "wastedMs"
        ]
      },
      "guidanceLevel": 3
    },
    "forced-reflow-insight": {
      "id": "forced-reflow-insight",
      "title": "Forced reflow",
      "description": "A forced reflow occurs when JavaScript queries geometric properties (such as offsetWidth) after styles have been invalidated by a change to the DOM state. This can result in poor performance. Learn more about [forced reflows](https://developer.chrome.com/docs/performance/insights/forced-reflow) and possible mitigations.",
      "score": 0,
      "scoreDisplayMode": "numeric",
      "details": {
        "type": "list",
        "items": [
          {
            "type": "table",
            "headings": [
              {
                "key": "source",
                "valueType": "source-location",
                "label": "Top function call"
              },
              {
                "key": "reflowTime",
                "valueType": "ms",
                "granularity": 1,
                "label": "Total reflow time"
              }
            ],
            "items": [
              {
                "source": {
                  "type": "source-location",
                  "url": "https://www.texasmonthly.com/",
                  "urlProvider": "network",
                  "line": 118,
                  "column": 13863
                },
                "reflowTime": 44.919
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            ]
          },
          {
            "type": "table",
            "headings": [
              {
                "key": "source",
                "valueType": "source-location",
                "label": "Source"
              },
              {
                "key": "reflowTime",
                "valueType": "ms",
                "granularity": 1,
                "label": "Total reflow time"
              }
            ],
            "items": [
              {
                "source": {
                  "type": "text",
                  "value": "[unattributed]"
                },
                "reflowTime": 185.158
              },
              {
                "source": {
                  "type": "source-location",
                  "url": "https://content.jwplatform.com/libraries/Fq2e7Ken.js",
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                  "line": 10,
                  "column": 125444
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                "reflowTime": 6.619
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              {
                "source": {
                  "type": "source-location",
                  "url": "https://content.jwplatform.com/libraries/Fq2e7Ken.js",
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                "reflowTime": 0.456
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              {
                "source": {
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                  "url": "https://www.google-analytics.com/analytics.js",
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                  "column": 278
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                "reflowTime": 1.026
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              {
                "source": {
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                  "url": "https://pixel.byspotify.com/ping.min.js",
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                  "column": 6616
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                "source": {
                  "type": "source-location",
                  "url": "https://securepubads.g.doubleclick.net/pagead/managed/js/gpt/m202604160201/pubads_impl.js",
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      "id": "image-delivery-insight",
      "title": "Improve image delivery",
      "description": "Reducing the download time of images can improve the perceived load time of the page and LCP. [Learn more about optimizing image size](https://developer.chrome.com/docs/performance/insights/image-delivery)",
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      "scoreDisplayMode": "metricSavings",
      "displayValue": "Est savings of 805 KiB",
      "metricSavings": {
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        "LCP": 450
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      "details": {
        "type": "table",
        "headings": [
          {
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            "key": "url",
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            "label": "URL",
            "subItemsHeading": {
              "key": "reason",
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          },
          {
            "key": "totalBytes",
            "valueType": "bytes",
            "label": "Resource Size"
          },
          {
            "key": "wastedBytes",
            "valueType": "bytes",
            "label": "Est Savings",
            "subItemsHeading": {
              "key": "wastedBytes",
              "valueType": "bytes"
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          }
        ],
        "items": [
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            "subItems": {
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                {
                  "reason": "This image file is larger than it needs to be (1050x656) for its displayed dimensions (651x407). Use responsive images to reduce the image download size.",
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                  "reason": "This image file is larger than it needs to be (1050x656) for its displayed dimensions (651x407). Use responsive images to reduce the image download size.",
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            }
          },
          {
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              "nodeLabel": "span#7209987597138551821857 > div#google_image_div > a#aw0 > img.img_ad"
            },
            "url": "https://tpc.googlesyndication.com/simgad/2799620015179304912",
            "totalBytes": 104371,
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            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "reason": "Using a modern image format (WebP, AVIF) or increasing the image compression could improve this image's download size.",
                  "wastedBytes": 91871
                }
              ]
            }
          },
          {
            "node": {
              "type": "node",
              "lhId": "page-2-IMG",
              "path": "1,HTML,1,BODY,6,DIV,5,MAIN,4,SECTION,0,DIV,1,DIV,0,DIV,2,DIV,0,A,0,PICTURE,2,IMG",
              "selector": "div.issue-feature-thumb > a > picture > img.lg:h-full",
              "boundingRect": {
                "top": 3306,
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                "width": 372,
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              },
              "snippet": "<img data-src=\"https://img.texasmonthly.com/2026/03/beckham-drake-cyclist-feat.jpg?auto=c…\" alt=\"\" class=\"lg:h-full lg:w-full lg:object-cover lg:object-center lazyloaded\" src=\"https://img.texasmonthly.com/2026/03/beckham-drake-cyclist-feat.jpg?auto=c…\">",
              "nodeLabel": "div.issue-feature-thumb > a > picture > img.lg:h-full"
            },
            "url": "https://img.texasmonthly.com/2026/03/beckham-drake-cyclist-feat.jpg?auto=compress&crop=faces&fit=fit&fm=webp&h=0&ixlib=php-3.3.1&q=45&w=1050",
            "totalBytes": 99540,
            "wastedBytes": 61279,
            "subItems": {
              "type": "subitems",
              "items": [
                {
                  "reason": "This image file is larger than it needs to be (1050x656) for its displayed dimensions (651x407). Use responsive images to reduce the image download size.",
                  "wastedBytes": 61279
                }
              ]
            }
          },
          {
            "node": {
              "type": "node",
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          {
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        "items": [
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    "third-parties-insight": {
      "id": "third-parties-insight",
      "title": "3rd parties",
      "description": "3rd party code can significantly impact load performance. [Reduce and defer loading of 3rd party code](https://developer.chrome.com/docs/performance/insights/third-parties) to prioritize your page's content.",
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          "group": "seo-content"
        },
        {
          "id": "meta-description",
          "weight": 1,
          "group": "seo-content"
        },
        {
          "id": "http-status-code",
          "weight": 1,
          "group": "seo-crawl"
        },
        {
          "id": "link-text",
          "weight": 1,
          "group": "seo-content"
        },
        {
          "id": "crawlable-anchors",
          "weight": 1,
          "group": "seo-crawl"
        },
        {
          "id": "robots-txt",
          "weight": 1,
          "group": "seo-crawl"
        },
        {
          "id": "image-alt",
          "weight": 1,
          "group": "seo-content"
        },
        {
          "id": "hreflang",
          "weight": 1,
          "group": "seo-content"
        },
        {
          "id": "canonical",
          "weight": 1,
          "group": "seo-content"
        },
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          "id": "structured-data",
          "weight": 0
        }
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      "score": 1
    }
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    "metrics": {
      "title": "Metrics"
    },
    "insights": {
      "title": "Insights",
      "description": "These insights are also available in the Chrome DevTools Performance Panel - [record a trace](https://developer.chrome.com/docs/devtools/performance/reference) to view more detailed information."
    },
    "diagnostics": {
      "title": "Diagnostics",
      "description": "More information about the performance of your application. These numbers don't [directly affect](https://developer.chrome.com/docs/lighthouse/performance/performance-scoring/) the Performance score."
    },
    "a11y-best-practices": {
      "title": "Best practices",
      "description": "These items highlight common accessibility best practices."
    },
    "a11y-color-contrast": {
      "title": "Contrast",
      "description": "These are opportunities to improve the legibility of your content."
    },
    "a11y-names-labels": {
      "title": "Names and labels",
      "description": "These are opportunities to improve the semantics of the controls in your application. This may enhance the experience for users of assistive technology, like a screen reader."
    },
    "a11y-navigation": {
      "title": "Navigation",
      "description": "These are opportunities to improve keyboard navigation in your application."
    },
    "a11y-aria": {
      "title": "ARIA",
      "description": "These are opportunities to improve the usage of ARIA in your application which may enhance the experience for users of assistive technology, like a screen reader."
    },
    "a11y-language": {
      "title": "Internationalization and localization",
      "description": "These are opportunities to improve the interpretation of your content by users in different locales."
    },
    "a11y-audio-video": {
      "title": "Audio and video",
      "description": "These are opportunities to provide alternative content for audio and video. This may improve the experience for users with hearing or vision impairments."
    },
    "a11y-tables-lists": {
      "title": "Tables and lists",
      "description": "These are opportunities to improve the experience of reading tabular or list data using assistive technology, like a screen reader."
    },
    "seo-mobile": {
      "title": "Mobile Friendly",
      "description": "Make sure your pages are mobile friendly so users don’t have to pinch or zoom in order to read the content pages. [Learn how to make pages mobile-friendly](https://developers.google.com/search/mobile-sites/)."
    },
    "seo-content": {
      "title": "Content Best Practices",
      "description": "Format your HTML in a way that enables crawlers to better understand your app’s content."
    },
    "seo-crawl": {
      "title": "Crawling and Indexing",
      "description": "To appear in search results, crawlers need access to your app."
    },
    "best-practices-trust-safety": {
      "title": "Trust and Safety"
    },
    "best-practices-ux": {
      "title": "User Experience"
    },
    "best-practices-browser-compat": {
      "title": "Browser Compatibility"
    },
    "best-practices-general": {
      "title": "General"
    },
    "hidden": {
      "title": ""
    }
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    {
      "id": "wordpress",
      "title": "WordPress",
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      "descriptions": {
        "unused-css-rules": "Consider reducing, or switching, the number of [WordPress plugins](https://wordpress.org/plugins/) loading unused CSS in your page. To identify plugins that are adding extraneous CSS, try running [code coverage](https://developer.chrome.com/docs/devtools/coverage/) in Chrome DevTools. You can identify the theme/plugin responsible from the URL of the stylesheet. Look out for plugins that have many stylesheets in the list which have a lot of red in code coverage. A plugin should only enqueue a stylesheet if it is actually used on the page.",
        "modern-image-formats": "Consider using the [Performance Lab](https://wordpress.org/plugins/performance-lab/) plugin to automatically convert your uploaded JPEG images into WebP, wherever supported.",
        "offscreen-images": "Install a [lazy-load WordPress plugin](https://wordpress.org/plugins/search/lazy+load/) that provides the ability to defer any offscreen images, or switch to a theme that provides that functionality. Also consider using [the AMP plugin](https://wordpress.org/plugins/amp/).",
        "total-byte-weight": "Consider showing excerpts in your post lists (e.g. via the more tag), reducing the number of posts shown on a given page, breaking your long posts into multiple pages, or using a plugin to lazy-load comments.",
        "render-blocking-resources": "There are a number of WordPress plugins that can help you [inline critical assets](https://wordpress.org/plugins/search/critical+css/) or [defer less important resources](https://wordpress.org/plugins/search/defer+css+javascript/). Beware that optimizations provided by these plugins may break features of your theme or plugins, so you will likely need to make code changes.",
        "unminified-css": "A number of [WordPress plugins](https://wordpress.org/plugins/search/minify+css/) can speed up your site by concatenating, minifying, and compressing your styles. You may also want to use a build process to do this minification up-front if possible.",
        "unminified-javascript": "A number of [WordPress plugins](https://wordpress.org/plugins/search/minify+javascript/) can speed up your site by concatenating, minifying, and compressing your scripts. You may also want to use a build process to do this minification up front if possible.",
        "efficient-animated-content": "Consider uploading your GIF to a service which will make it available to embed as an HTML5 video.",
        "unused-javascript": "Consider reducing, or switching, the number of [WordPress plugins](https://wordpress.org/plugins/) loading unused JavaScript in your page. To identify plugins that are adding extraneous JS, try running [code coverage](https://developer.chrome.com/docs/devtools/coverage/) in Chrome DevTools. You can identify the theme/plugin responsible from the URL of the script. Look out for plugins that have many scripts in the list which have a lot of red in code coverage. A plugin should only enqueue a script if it is actually used on the page.",
        "uses-long-cache-ttl": "Read about [Browser Caching in WordPress](https://wordpress.org/support/article/optimization/#browser-caching).",
        "uses-optimized-images": "Consider using an [image optimization WordPress plugin](https://wordpress.org/plugins/search/optimize+images/) that compresses your images while retaining quality.",
        "uses-text-compression": "You can enable text compression in your web server configuration.",
        "uses-responsive-images": "Upload images directly through the [media library](https://wordpress.org/support/article/media-library-screen/) to ensure that the required image sizes are available, and then insert them from the media library or use the image widget to ensure the optimal image sizes are used (including those for the responsive breakpoints). Avoid using `Full Size` images unless the dimensions are adequate for their usage. [Learn More](https://wordpress.org/support/article/inserting-images-into-posts-and-pages/).",
        "server-response-time": "Choose a lightweight theme (ideally a block theme) and implement full-page caching or a static site solution. Disable unnecessary plugins to minimize server overhead. Consider upgrading your hosting to managed or dedicated service."
      }
    }
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        "https://www.texasmonthly.com",
        "https://img.texasmonthly.com",
        "https://5103c0n1c.texasmonthly.com",
        "https://id.texasmonthly.com"
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      "isFirstParty": true,
      "isUnrecognized": true
    },
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      "name": "Google/Doubleclick Ads",
      "homepage": "https://marketingplatform.google.com/about/enterprise/",
      "origins": [
        "https://securepubads.g.doubleclick.net",
        "https://stats.g.doubleclick.net",
        "https://googleads.g.doubleclick.net",
        "https://cm.g.doubleclick.net",
        "https://0d42b17706ba2fb5441bfa775bf05eae.safeframe.googlesyndication.com",
        "https://pagead2.googlesyndication.com",
        "https://tpc.googlesyndication.com"
      ],
      "category": "ad"
    },
    {
      "name": "DoubleVerify",
      "homepage": "https://www.doubleverify.com/",
      "origins": [
        "https://pub.doubleverify.com",
        "https://cdn.doubleverify.com",
        "https://tps.doubleverify.com",
        "https://tpsc-ue1.doubleverify.com"
      ],
      "category": "ad"
    },
    {
      "name": "Parse.ly",
      "origins": [
        "https://experiments.parsely.com",
        "https://cdn.parsely.com",
        "https://p1.parsely.com",
        "https://tr-experiments.parsely.com"
      ],
      "category": "analytics"
    },
    {
      "name": "px-cloud.net",
      "origins": [
        "https://client.px-cloud.net",
        "https://tzm.px-cloud.net",
        "https://collector-pxumwut9do.px-cloud.net"
      ],
      "isUnrecognized": true
    },
    {
      "name": "LongTail Ad Solutions",
      "origins": [
        "https://content.jwplatform.com",
        "https://entitlements.jwplayer.com",
        "https://ssl.p.jwpcdn.com",
        "https://assets-jpcust.jwpsrv.com",
        "https://prd.jwpltx.com"
      ],
      "category": "ad"
    },
    {
      "name": "Other Google APIs/SDKs",
      "homepage": "https://developers.google.com/apis-explorer/#p/",
      "origins": [
        "https://www.google.com",
        "https://apis.google.com",
        "https://www.googleapis.com"
      ],
      "category": "utility"
    },
    {
      "name": "Google CDN",
      "homepage": "https://developers.google.com/speed/libraries/",
      "origins": [
        "https://ajax.googleapis.com",
        "https://www.gstatic.com"
      ],
      "category": "cdn"
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    {
      "name": "Sailthru",
      "origins": [
        "https://ak.sail-horizon.com",
        "https://api.sail-personalize.com"
      ],
      "category": "analytics"
    },
    {
      "name": "Google Tag Manager",
      "homepage": "https://marketingplatform.google.com/about/tag-manager/",
      "origins": [
        "https://www.googletagmanager.com"
      ],
      "category": "tag-manager"
    },
    {
      "name": "Scorecard Research",
      "homepage": "https://www.scorecardresearch.com/",
      "origins": [
        "https://sb.scorecardresearch.com"
      ],
      "category": "ad"
    },
    {
      "name": "Pingdom RUM",
      "homepage": "https://www.pingdom.com/product/performance-monitoring/",
      "origins": [
        "https://rum-static.pingdom.net",
        "https://rum-collector-2.pingdom.net"
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      "name": "Amazon Ads",
      "homepage": "https://ad.amazon.com/",
      "origins": [
        "https://c.amazon-adsystem.com",
        "https://aax.amazon-adsystem.com",
        "https://config.aps.amazon-adsystem.com"
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      "category": "ad"
    },
    {
      "name": "Accessibe Accessibility Overlay",
      "homepage": "https://accessibe.com/",
      "origins": [
        "https://acsbapp.com",
        "https://cdn.acsbapp.com"
      ],
      "category": "utility"
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        "https://vtrk.dv.tech"
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      "name": "blueconic.net",
      "origins": [
        "https://texasmonthly.blueconic.net"
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      "isUnrecognized": true
    },
    {
      "name": "Google Analytics",
      "homepage": "https://marketingplatform.google.com/about/analytics/",
      "origins": [
        "https://www.google-analytics.com",
        "https://analytics.google.com"
      ],
      "category": "analytics"
    },
    {
      "name": "Quantcast",
      "homepage": "https://www.quantcast.com",
      "origins": [
        "https://secure.quantserve.com",
        "https://rules.quantcount.com",
        "https://pixel.quantserve.com"
      ],
      "category": "analytics"
    },
    {
      "name": "Twitter Online Conversion Tracking",
      "origins": [
        "https://static.ads-twitter.com",
        "https://analytics.twitter.com"
      ],
      "category": "ad"
    },
    {
      "name": "Teads",
      "origins": [
        "https://a.teads.tv",
        "https://static.teads.tv",
        "https://at.teads.tv"
      ],
      "category": "ad"
    },
    {
      "name": "Taboola",
      "homepage": "https://www.taboola.com/",
      "origins": [
        "https://cdn.taboola.com",
        "https://trc.taboola.com",
        "https://pips.taboola.com",
        "https://cds.taboola.com",
        "https://trc-events.taboola.com"
      ],
      "category": "ad"
    },
    {
      "name": "Facebook",
      "homepage": "https://www.facebook.com",
      "origins": [
        "https://connect.facebook.net",
        "https://www.facebook.com"
      ],
      "category": "social"
    },
    {
      "name": "TVSquared",
      "origins": [
        "https://collector-30109.us.tvsquared.com"
      ],
      "category": "ad"
    },
    {
      "name": "brandcdn.com",
      "origins": [
        "https://tag.brandcdn.com",
        "https://adservices.brandcdn.com"
      ],
      "isUnrecognized": true
    },
    {
      "name": "StackAdapt",
      "origins": [
        "https://tags.srv.stackadapt.com"
      ],
      "category": "ad"
    },
    {
      "name": "byspotify.com",
      "origins": [
        "https://pixel.byspotify.com"
      ],
      "isUnrecognized": true
    },
    {
      "name": "Google FundingChoices",
      "homepage": "https://fundingchoices.google.com/start/",
      "origins": [
        "https://fundingchoicesmessages.google.com"
      ],
      "category": "consent-provider"
    },
    {
      "name": "Google Fonts",
      "homepage": "https://fonts.google.com/",
      "origins": [
        "https://fonts.gstatic.com"
      ],
      "category": "cdn"
    },
    {
      "name": "Spotify",
      "homepage": "https://www.spotify.com/",
      "origins": [
        "https://pixels.spotify.com"
      ],
      "category": "content"
    },
    {
      "name": "Twitter Short URL",
      "origins": [
        "https://t.co"
      ],
      "category": "social"
    },
    {
      "name": "The Trade Desk",
      "homepage": "https://www.thetradedesk.com/",
      "origins": [
        "https://insight.adsrvr.org",
        "https://d1eoo1tco6rr5e.cloudfront.net"
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      "category": "ad"
    },
    {
      "name": "Adobe Tag Manager",
      "homepage": "https://www.adobe.com/experience-platform/",
      "origins": [
        "https://dpm.demdex.net"
      ],
      "category": "tag-manager"
    },
    {
      "name": "run.app",
      "origins": [
        "https://mpc2-prod-28-is5qnl632q-ue.a.run.app"
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      "isUnrecognized": true
    },
    {
      "name": "New Relic",
      "homepage": "https://newrelic.com/",
      "origins": [
        "https://js-agent.newrelic.com",
        "https://bam.nr-data.net"
      ],
      "category": "utility"
    },
    {
      "name": "adtrafficquality.google",
      "origins": [
        "https://ep1.adtrafficquality.google",
        "https://ep2.adtrafficquality.google"
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      "isUnrecognized": true
    }
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      "node_modules/@paulirish/trace_engine/models/trace/insights/INPBreakdown.js | title": [
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      "node_modules/@paulirish/trace_engine/models/trace/insights/INPBreakdown.js | description": [
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      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPBreakdown.js | title": [
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      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPBreakdown.js | description": [
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      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPBreakdown.js | subpart": [
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      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPBreakdown.js | timeToFirstByte": [
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      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPBreakdown.js | resourceLoadDelay": [
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      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPBreakdown.js | resourceLoadDuration": [
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      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPBreakdown.js | elementRenderDelay": [
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      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPDiscovery.js | title": [
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      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPDiscovery.js | requestDiscoverable": [
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      "node_modules/@paulirish/trace_engine/models/trace/insights/LCPDiscovery.js | lazyLoadNotApplied": [
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      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/LegacyJavaScript.js | title": [
        "audits[legacy-javascript-insight].title"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/LegacyJavaScript.js | description": [
        "audits[legacy-javascript-insight].description"
      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/ModernHTTP.js | title": [
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      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/ModernHTTP.js | description": [
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      "node_modules/@paulirish/trace_engine/models/trace/insights/ModernHTTP.js | protocol": [
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      "node_modules/@paulirish/trace_engine/models/trace/insights/NetworkDependencyTree.js | title": [
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      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/NetworkDependencyTree.js | tooManyPreconnectLinksWarning": [
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      "node_modules/@paulirish/trace_engine/models/trace/insights/NetworkDependencyTree.js | preconnectOriginsTableTitle": [
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      "node_modules/@paulirish/trace_engine/models/trace/insights/NetworkDependencyTree.js | preconnectOriginsTableDescription": [
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      "node_modules/@paulirish/trace_engine/models/trace/insights/NetworkDependencyTree.js | crossoriginWarning": [
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      "node_modules/@paulirish/trace_engine/models/trace/insights/RenderBlocking.js | title": [
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      "node_modules/@paulirish/trace_engine/models/trace/insights/RenderBlocking.js | description": [
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      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/ThirdParties.js | title": [
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      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/ThirdParties.js | description": [
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      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/Viewport.js | title": [
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      ],
      "node_modules/@paulirish/trace_engine/models/trace/insights/Viewport.js | description": [
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      ],
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      ],
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      "core/config/default-config.js | bestPracticesCategoryTitle": [
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      ],
      "core/config/default-config.js | seoCategoryManualDescription": [
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      ],
      "core/config/default-config.js | metricGroupTitle": [
        "categoryGroups.metrics.title"
      ],
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      "core/config/default-config.js | a11yNamesLabelsGroupTitle": [
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      "core/config/default-config.js | a11yNavigationGroupTitle": [
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      ],
      "core/config/default-config.js | a11yNavigationGroupDescription": [
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      "core/config/default-config.js | a11yAriaGroupTitle": [
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      "core/config/default-config.js | a11yAriaGroupDescription": [
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      ],
      "core/config/default-config.js | a11yLanguageGroupTitle": [
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      "core/config/default-config.js | a11yLanguageGroupDescription": [
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      ],
      "core/config/default-config.js | a11yAudioVideoGroupTitle": [
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      ],
      "core/config/default-config.js | a11yAudioVideoGroupDescription": [
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      ],
      "core/config/default-config.js | a11yTablesListsVideoGroupTitle": [
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    }
  }
}